Abraham; Marsden	Foundations of mechanics	MP
Abraham; Ueda (eds.)	The chaos avant-garde. Memories of the early days of chaos theory	HistP	X
Abramowitz; Stegun	Pocketbook of mathematical functions	M
Aczel	Vorlesungen über Funktionalgleichungen und ihre Anwendungen	M
Adams, Collin C.	The knot book	M
Adams, J. Frank	Algebraic topology. A student's guide	M
Adams, J. Frank	Infinite loop spaces	M
Adams, J. Frank	Stable homotopy and generalized homology	M
Adams, J. Frank	Stable homotopy theory	M
Adams, J. Frank	Lectures on exceptional Lie groups	M	X
Adams, J. Frank	Lectures on Lie groups	M	X
Adams, R.A.; Fournier	Sobolev spaces	M	X
Adams, William J.	The life and times of the central limit theorem	M	X
Agmon	Lectures on exponential decay of solutions of second-order elliptic equations: Bounds on eigenfct.	M	X
Aguiar; Mahajan	Coxeter groups and Hopf algebras	M	X
Aguilar; Gitler; Prieto	Algebraic topology from a homotopical viewpoint	M
Ahlfors; Sario	Riemann surfaces	M	X
Aho; Hopcroft; Ullmann	The design and analysis of computer algorithms	CS
Aho; Sethi; Ullman	Compilerbau I+II	CS
Aho; Ullmann	Foundations of computer science	CS
Aigner	A course in enumeration	M
Aigner; Ziegler	Proofs from the book. 4th ed.	M
Aiserman; Gusev; Rozonoer; Smirnova; Tal’	Logic, automata, and algorithms	CS
Aizenberg; Yuzhakov	Integral representations and residues in multidimensional complex analysis	M	X
Akhiezer	The classical moment problem and some related questions in analysis	M	X
Albert, A.A.	Structure of algebras	M	X
Albeverio; Høegh-Krohn	Mathematical theory of Feynman path integrals	MP	C
Albeverio; Høegh-Krohn et al.	Noncommutative distributions	M	X
Albiac; Kalton	Topics in Banach space theory	M
Alexander; Wermer	Several complex variables and Banach algebras	M	X
Alexandrov	Elementary concepts of topology	M
Alexandrov	Combinatorial topology	M
Alexandrov; Hopf	Topologie I	M
Alexandrov; Kolmogorov, Lavrent'ev	Mathematics. Its content, methods and meaning	M
Alexandrov; Markuschewitsch; Chintschin	Enzyklopädie der Elementarmathematik IV: Geometrie	M
Alinhac; Gérard	Pseudo-differential operators and the Nash-Moser theorem	M
Allgower; Georg	Numerical path following. (From Handbook of numer. Anal., vol. V)	M	X
Alo; Shapiro	Normal topological spaces	M
Alon; Spencer, Joel	The probabilistic method	M	X
Alten; Wussing et al.	4000 Jahre Algebra	HistM
Altman; Kleiman	Introduction to Grothendieck duality theory	M
Ambrosio; Gigli; Savare	Gradient flows in metric spaces and in the space of probability measures (only Part I)	M	X
Ambrosio; Tilli	Topics in analysis on metric spaces	M	X
Anantaraman-Delaroche; Renault	Amenable groupoids	M	X
André, M.	Méthode simpliciale en algèbre homologique et algèbre commutative	M
André, Y.	Une introduction aux motifs	M
Andrews, G.E.	Number theory	M
Andrews, G.E.	The theory of partitions	M	C
Andrews, G.E.; Eriksson	Integer partitions	M
Ane; Blachere; Chafai; Fourgeres; Gentil; et al	Sur les inégalités de Sobolev logarithmiques	M
Anosov; Bolibruch	The Riemann-Hilbert problem	M
Antoine; Inoue; Trapani	Partial *-algebras and their operator realizations	M
Apostol	Mathematical analysis	M
Apostol	Introduction to analytic number theory	M
Apostol	Modular functions and Dirichlet series in number theory	M
Araki	Mathematical theory of quantum fields	MP
Araki; Kawahigashi; Kosai (eds.)	Subfactors	M	C
Arhangel'skii (ed.)	General topology II. Compactness. Homologies of general spaces	M	X
Arhangel'skii (ed.)	General topology III. Paracompactness. Function spaces. Descriptive set theory	M	X
Arhangel'skii; Pontryagin (eds.)	General topology I. Basic concepts and constructions. Dimension theory	M	X
Ariki	Representations of quantum algebras and combinatorics of Young tableaux	M
Arkowitz	Introduction to homotopy theory	M
Armstrong	Basic topology	M	X
Arnold	Huygens and Barrow, Newton and Hooke	HistP
Arnold	Real algebraic geometry	M	X
Arnold	Equazioni differenziali ordinarie	M
Arnold	Geometric methods in the theory of ordinary differential equations	M
Arnold	Metodi geometrici della teoria delle equazioni differenziali ordinarie	M
Arnold	Ordinary differential equations	M
Arnold	Catastrophe theory	M
Arnold	Lectures on partial differential equations	M
Arnold	Dynamics, statistics and projective geometry of Galois fields	M	X
Arnold	Mathematical methods of classical mechanics	MP
Arnold	Singularity theory. Selected papers	M
Arnold; Avez	Ergodic problems of classical mechanics	MP	X
Arnold; Goryunov; Lyashko; Valil'ev	Singularity theory I	M
Arnold; Kozlov; Neishtadt	Dynamical systems III. Mathematical aspects of classical and celestial mechanics	MP	X
Arova; Barak	Computational complexity. A modern approach	CS
Artin, E.	The Gamma function	M
Artin, E.	Galois theory	M
Artin, E.	Galoissche Theorie	M
Artin, E.	Algebraic numbers and algebraic functions	M	C
Artin, E.; Tate	Class field theory	M
Artin, M.; Mazur	Etale homotopy	M	X
Arveson	An invitation to C*-algebras	M
Aschbacher	Finite group theory	M
Aschbacher	An introduction to the classification of finite simple groups. Bull. AMS 1979	M	X
Ash	Information theory	CS
Ash; Gross	Elliptic tales	Pop
Ash; Gross	Fearless symmetry	Pop
Ashcroft; Mermin	Solid state physics	TP
Aspray	John von Neumann and the origins of modern computing	HistCS
Aspray; Bromley; Campbell-Kelly; Ceruzzi; Williams	Computing before computers	HistCS	C
Assem; Cappa; Platzeck; Verdecchia	Modulos inclinantes y algebras inclinadas	M
Assem; Simson; Skowronski	Elements of the representation theory of associative algebras I	M
Atiyah	K-Theory	M
Atiyah	Geometry of Yang-Mills fields	M	X
Atiyah	The geometry and physics of knots	M
Atiyah	Siamo tutti matematici	Pop
Atiyah; Macdonald	Introduction to commutative algebra	M
Aubin; Frankowska	Set-valued analysis	M	X
Aubry	Homotopy theory and models	M
Audin	Les systèmes hamiltoniens et leur integrabilité	MP
Audin	Spinning tops	MP
Audin; Morgan; Vogel	Nouveaux invariants en géométrie et en topologie	M
Auslander	Differential geometry	M
Awodey	Category theory	M
Axler; Bourdon; Ramey	Harmonic function theory	M	X
Babbitt; Varadarajan	Local moduli for meromorphic differential equations	M
Babelon; Bernard; Talon	Introduction to Classical Integrable Systems	TP	C
Bacaër	Histoires de mathématiques et de populations	HistM
Bach; Shallit	Algorithmic number theory I. Efficient algorithms	M	C
Bachmann	Zahlentheorie. 6 vols	M
Baez (ed.)	Knots and quantum gravity	TP	C
Baez; Muniain	Gauge fields, knots and gravity	TP	C
Baez; Segal, I.E.; Zhou	Introduction to Algebraic and Constructive Quantum Field Theory	MP
Bahouri; Chemin; Danchin	Fourier analysis and nonlinear partial differential equations (only chap. 1-2)	M	C
Baik; Deift; Suidan	Combinatorics and random matrix theory	M
Bain	CPT Invariance and the spin-statistics connection	MP	C
Bak; Newman, D.J.	Complex analysis. 3rd.ed.	M	X
Bakalov; Kirillov, Jr.	Tensor categories and modular functors	M
Baker	A comprehensive course in number theory	M
Baker	Transcendental number theory	M
Bakry; Gentil; Ledoux	Analysis and geometry of Markov diffusion operators	M
Balcazar; Diaz; Gabrarro	Structural complexity I+II	CS	C
Balian; Zinn-Justin (eds.)	Methods in field theory (Les Houches 1975)	TP
Balser	From divergent power series to analytic functions	M
Banach	Theory of linear operators	M	C
Barenblatt	Scaling	TP	C
Barr; Wells	Toposes, triples and theories	M	C
Barreira	Ergodic theory, hyperbolic dynamics and dimension theory	M
Barrow	Pourquoi le monde est-il mathematique	Phil M
Barth; Peters; Van de Ven	Compact complex surfaces	M
Barvinok	Integer points in polyhedra	M	C
Bass; Otero-Espinar; Rockmore; Tresser	Cyclic renormalization and automorphism groups of rooted trees	M	C
Bateman; Diamond	Analytic number theory. An introductory course	M	C
Bättig; Knörrer	Singularitäten	M
Battle	Wavelets and renormalization	MP
Bauer, F.L.	Entzifferte Geheimnisse. Methoden und Maximen der Kryptologie	CS
Bauer, F.L.	Informatik 1+2	CS
Bauerschmidt; Brydges; Slade	Introduction to a renormalisation group method	M
Baues	The homotopy category of simply connected 4-manifolds	M
Baumgart	Über das quadratische Reziprozitätsgesetz	M	C
Baumgärtel; Wollenberg	Causal nets of operator algebras	M
Baxter	Exactly solved models in statistical mechanics	TP
Beardon	Iteration of rational functions	M
Becher; Böhm; Joos	Eichtheorien	TP
Beck, J.	Inevitable randomness in discrete mathematics. (Ch. 1-6)	M	C
Beck, J., Chen, W.W.L.	Irregularities of distribution	M	C
Beck, M.; Robins	Computing the continuous discretely. Integer-point enumeration in polyhedra	M
Beckmann	History of π	HistM
Behnke; Sommer	Theorie der analytischen Funktionen einer komplexen Veränderlichen	M
Behnke; Thullen	Theorie der Funktionen mehrerer komplexer Veränderlicher	M	C (2.)+1.
Beilinson; Drinfeld	Chiral algebras	M
Bekka; de la Harpe; Valette	Kazhdan's property (T)	M	C
Bell, E.T.	Men of mathematics	HistM
Bell; Brylinski et al.	Complex manifolds (Springer Encycl.)	M
Bellman	A brief introduction to theta functions	M	C
Beltrami; Wohlters	Distributions and the boundary values of analytic functions	M	C
Benacerraf; Putnam (eds.)	Philosophy of mathematics. Selected readings	Phil M
Benedetti; Petronio	Lectures on hyperbolic geometry	M
Benfatto; Gallavotti	Renormalization group	MP
Benjamin; Chartrand; Zhang	The fascinating world of graph theory	M
Benn; Tucker	An introduction to spinors in geometry with applications to physics	M	C
Berberian	Fundamentals of real analysis	M
Berezin	The method of second quantization	TP
Berg	The Fourier-analytic proof of quadratic reciprocity	M
Berger	A panoramic view of Riemannian geometry	M
Berger	Geometry revealed. A Jacob's ladder to modern higher geometry	M
Bergeron	Algebraic combinatorics and coinvariant spaces	M
Bergeron; Labelle; Leroux	Combinatorial species and tree-like structures	M
Bergh; Löfström	Interpolation spaces. An introduction	M	C
Berline; Getzler; Vergne	Heat kernels and Dirac operators	M
Berndt	Number theory in the spirit of Ramanujan	M
Berndt	Ramanujan's notebooks. Part II (w/o Chaps. 10-12)	M	C
Berndt; Knopp	Hecke's theory of modular forms and Dirichlet series	M	C
Bernstein; Gelbart (eds.)	An introduction to the Langlands program	M
Bertin et al	Introduction to Hodge theory	M
Besicovitch	Almost periodic functions	M	C
Betounes	Differential equations. Theory and applications	M
Beutelspacher	Kryptologie	CS
Bhat et al. (eds.)	Lectures on operator theory	M
Bieberbach	Analytische Fortsetzung	M	C
Bieberbach	Einführung in die konforme Abbildung	M
Biegel; Reich	Carl Friedrich Gauß	HistM
Biggs; Lloyd; Wilson	Graph theory. 1736-1936	HistM	C
Billingsley	Weak convergence of measures. Applications in probability	M	C
Billingsley	Ergodic theory and information	M	C
Bing	The geometric topology of 3-manifolds	M	C
Binmore	Mathematical analysis. A straightforward approach	M
Birkhoff, Garrett	A source book in classical analysis	HistM
Birkhoff, Garrett; Bartle	Modern applied algebra	M
Birkhoff, Garrett; Mac Lane	A survey of modern algebra	M
Birkhoff, Garrett; Mac Lane	Algebra	M
Birkhoff, George D.	Dynamical systems	M	C
Birman	Braids, links and mapping class groups	M
Bischoff; Kawahigashi; Longo; Rehren	Tensor categories and endomorphisms of von Neumann algebras with applications to QFT	M
Björk	Rings of differential operators	M	C
Bjorken; Drell	Relativistische Quantenfeldtheorie	TP
Bjorken; Drell	Relativistische Quantenmechanik	TP
Björner; Stanley	A combinatorial miscellany	M	C
Blackadar	K-theory of operator algebras	M
Blackadar	Operator algebras	M
Bleaney (B.I. & B.)	Electricity and magnetism	TP
Bleistein; Handelsman	Asymptotic expansions of integrals	M
Blessenohl; Schocker	Noncommutative character theory of the symmetric group	M	C
Bloch, S.	Higher regulators, algebraic K-theory, and zeta functions of elliptic curves	M	C
Blower	Random matrices: High dimensional phenomena (ch. 1-6)	M	C
Blum; Cucker; Shub; Smale	Complexity and computation	CS
Blyth	Module theory. An approach to linear algebra	M
Boardman; Vogt	Homotopy invariant algebraic structures on topological spaces	M	C
Bochensi	Formale Logik. Die erste umfassende Darstellung…
Bochnak; Coste; Roy	Real algebraic geometry	M	C
Bochner	Harmonic analysis and the theory of probability	M
Bochner; Martin	Several complex variables	M	C
Boerner	Representations of groups. With special consideration for the needs of modern physics	M	C
Bogoliubov; Logunov; Oksak; Todorov	General principles of quantum field theory	MP	C
Boguliubov; Shirkov	Introduction to the theory of quantized fields	TP	C
Bohm; Gadella	Dirac kets, Gamov vectors and Gelfand triplets	MP
Bolker	Elementary number theory	M
Bollobás	The art of mathematics	M
Bollobás; Riordan	Percolation	M
Boltyanskii; Efremovich	Intuitive combinatorial topology	M	C
Bona	Combinatorics of permutations	M	C
Bona	Introduction to enumerative combinatorics	M	C
Bondy; Murty	Graph theory with applications (1976)	M
Bonfiglioli; Fulci	Topics in noncommutative algebra. The theorem of Campbell, Baker, Hausdorff and Dynkin	M
Bonsall; Duncan	Complete normed algebras	M	C
Booss; Bleecker	Topology and analysis. The Atiyah-Singer index formula and gauge-theoretic physics	M
Borceux	Handbook of categorical algebra I-III	M
Borceux; Janelidze	Galois theories	M
Border	Fixed point theorems with applications to economics and game theory	M	C
Borel, A.	Essays in the history of Lie groups and algebraic groups	HistM
Borel, A.	Introduction aux groupes arithmétiques	M
Borel, A. et al.	Algebraic D-modules	M	C
Borel, A., Chowla; Herz; Iwasawa; Serre	Seminar on complex multiplication	M
Borevich; Shafarevich	Number theory	M
Borsuk; Sznielew	Foundations of geometry Part I+II Euclidean-Bolyai-Lobachevskian-Projective	M
Borsuk (Mikhail); Kondratiev	Elliptic boundary value problems of second order in piecewise smooth domains	M
Borwein; Choi; Rooney; Weirathmueller	The Riemann hypothesis: A resource for the aficionado and virtuoso alike	M	C
Borwein; Erdelyi	Polynomials and polynomial inequalities	M	C
Bosch	Algebra	M
Bosch	Algebraic geometry and commutative algebra	M
Bost; Colmez; Biane	La fonction zêta	M
Bott; Tu	Differential forms in algebraic topology	M
Bottazzini	The Higher Calculus: A history of real and complex analysis from Euler to Weierstrass	HistM	C
Bottazzini	Infinito. Raccontare la mathematica	HistM
Boucheron; Lugosi; Massart	Concentration inequalities. A nonasymptotic theory of independence (ch. 1-8)	M	C
Bourbaki	Elements of the history of mathematics	HistM
Bourbaki	General topology. I (Chapters 1-4), II (Chapters 5-10)	M
Bourbaki	Espaces vectoriels topologiques	M
Bourbaki	Commutative algebra	M
Bourbaki	Topologie algébrique. Chapitres 1-4	M
Bourbaki	Groupes et algèbres de Lie 4-6	M
Bourbaki	Lie groups and Lie algebras 1-3	M
Bourbaki	Lie groups and Lie algebras 7-9	M
Bourgain	Green's function estimates for lattics Schroedinger operators and applications	MP	C
Bousfield; Kan	Homotopy limits, completions and localizations	M
Boutet de Montvel et al.	D-modules, representation theory and quantum groups	M
Bovier	Statistical mechanics of disordered systems. A mathematical perspective	MP	C
Bowen	Equilibrium states and the ergodic theory of Anosov diffeomorphisms	M	C
Boyer	The history of the calculus and its conceptual development	HistM
Boyer; Merzbach	A history of mathematics	HistM
Braaksma; Immink; van der Put	The Stokes phenomenon and Hilbert’s 16th problem	M
Bradley; D'Antonio; Sandifer (eds.)	Euler at 300	HistM
Bratteli; Jorgensen	Wavelets through a looking glass. The world of the spectrum	M
Bratteli; Robinson	Operator algebras and quantum statistical mechanics 1	M
Bratteli; Robinson	Operator algebras and quantum statistical mechanics 2	MP
Brauer; Nohel	Ordinary differential equations. A first course	M
Bredon	Sheaf theory	M
Bredon	Introduction to compact transformation groups	M	C
Bredon	Topology and geometry	M
Bredon	Equivariant cohomology theory	M
Brendle	Ricci flow and the sphere theorem	M	C
Bressoud	A radical approach to Lebesgue's theory of integration	M
Bressoud	A radical approach to real analysis	M
Bressoud	Proofs and confirmations	M
Brezis	Functional analysis, Sobolev spaces and partial differential equations	M
Bridges; Richman	Varieties of constructive mathematics	M	C
Bridson; Haefliger	Metric spaces of non-positive curvature	M
Brieskorn; Knörrer	Ebene algebraische Kurven	M
Brillouin	Science and information theory	TP	C
Brillouin	Wave propagation and group velocity	TP	C
Bringuier	Aleaxndre Grothendieck. Itineraire d'un mathematicien hors norme	Pop
Bröcker	Differentiable germs and catastrophes	M
Bröcker; Jänich	Einführung in die Differentialtopologie	M
Bröcker; tom Dieck	Kobordismentheorie	M
Bröcker; tom Dieck	Representations of compact Lie groups	M
Broer; Takens	Dynamical systems and chaos	M
Bronstein, M.	Symbolic integration I	M
Bronstein; Semendjajew	Taschenbuch der Mathematik I+II	M
Brouwer	Intuitionismus (Hg. Von van Dalen)	M
Browder, F. (ed.)	Mathematical developments arising from Hilbert's problems	HistM
Brown, K.S.	Cohomology of groups	M	C
Brown, L. (ed.)	Renormalization. From Lorentz to Landau (and beyond)	TP	C
Brown, R.	Topology and groupoids	M
Brown, R.F.	A topological introduction to nonlinear analysis	M
Brüdern	Einführung in die analytische Zahlentheorie	M
Brylinski	Loop spaces, characteristic classes and geometric quantization	M	C
Buchstaber; Panov	Torus actions and their applications in topology and combinatorics	M
Budinich; Trautman	The spinorial chessboard	M	C
Buff et al.	Espaces de modules des courbes, groupes modulaires et théorie des champs	M
Bull AMS 64 (1958)	John von Neumann 1903-1957	HistM
Bull AMS 72 (1966)	Norbert Wiener 1894-1964	HistM
Bump	Algebraic geometry	M
Bump	Automorphic forms and representations	M
Bump	Lie groups (1st.ed.)	M
Burckhardt	Die Symmetrie der Kristalle	HistM
Burckhardt	Die Bewegungsgruppen der Kristallographie	M
Burde; Zieschang	Knots. 2nd ed.	M	C
Burden; Faires	Numerical analysis	M
Burghelea; Lashof; Rothenberg	Groups of automorphisms of manifolds	M
Burn	Numbers and functions. Steps into analysis	M
Buttill	Measure, integration, and probability	M
Burris; Sankappanavar	A course in universal algebra	M	C
Buser; Karcher	Gromov's almost flat manifolds	M
Buskes; van Rooij	Topological Spaces: From Distance to Neighborhood	M	C
Butcher	Numerical methods for ordinary differential equations	M	C
Buttazzo; Giaquinta; Hildebrandt	One-dimensional variational problems. An introduction	M	C
Callen	Thermodynamics and an introduction to thermostatistics	TP
Cameron	Combinatorics. Topics, techniques, algorithms	M
Campbell	Les integrales Euleriens et leurs applications. Etude approfondie de la fonction gamma	M	C
Campbell-Kelly	From airline reservations to Sonic the hedgehog. A history of the software industry	HistCS
Campbell-Kelly; Aspray	Computer. A history of the information machine	HistCS
Cao	From current algebra to quantum chromodynamics. A case for structural realism	HistP	C
Carathéodory	Verlesungen über reelle Funktionen	M
Carathéodory	Mass und Integral und ihre Algebraisierung	M
Carathéodory	Theory of functions 1+2	M
Carathéodory	Variationsrechnung	M
Cardy	Scaling and renormalization in statistical physics	TP	C
Carleson; Gamelin	Complex dynamics	M
Carothers	A short course on Banach space theory	M
Cartan (E.)	The theory of spinors	M
Cartan, H.	Elementary theory of analytic functions of one or several complex variables	M
Cartan, H.	Differential forms	M
Cartan, H.	Differentialrechnung	M	C
Cartan, H.	Séminaire H. Cartan 1954/55	M	C
Cartan; Eilenberg	Homological algebra	M
Carter, M.; van Brunt	The Lebesgue-Stieltjes integral. A practical introduction (partial)	M	C
Carter; Segal; Macdonald	Lectures on Lie groups and Lie algebras	M
Cartier; DeWitt-Morette	Functional integration	MP
Cartier; Foata	Problèmes combinatoires de commutation et réarrangements	M	C
Cassels	An introduction to diophantine approximation	M	C
Cassels	An introduction to the geometry of numbers	M
Cassels; Fröhlich	Algebraic number theory	M
Cattaneo; Keller; Torossian; Bruguières	Déformation, quantification, théorie de Lie	M
Ceccherini-Silberstein, Scarabotti, Tolli	Representation theory of the symmetric groups. The Okounkov-Vershik approach,…	M	C
Cellucci	La filosofia della matematica del novecento	Phil M
Ceruzzi	A history of modern computing	HistCS
Chabert et al.	A history of algorithms. From the pebble to the microchip	HistCS
Chaitin	Algorithmic information theory	CS	C
Chaitin	Information, randomness & incompleteness. Papers on algorithmic information theory	CS	C
Chandler; Magnus	The history of combinatorial group theory. A case study in the history of ideas	HistM
Chandrasekharan	Lectures on the Riemann zeta-function	M	C
Chandrasekharan	Introduction to analytic number theory	M	C
Chandrasekharan	Arithmetical functions	M	C
Chang; Keisler	Model theory. An introduction	M
Chari; Pressley	A guide to quantum groups	M
Charlap	Bieberbach groups and flat manifolds	M	C
Charpentier; Ghys; Lesne	L'héritage scientifique de Poincaré	HistM
Charpentier; Habsieger; Nikolski (eds.)	Leçons de mathematiques d'aujourd'hui  1+2+3	Pop
Chase; Sweedler	Hopf algebras and Galois theory	M
Chavel	Isoperimetric inequalities. Differential geometric and analytic perspectives	M	C
Cheeger; Ebin	Comparison theorems in Riemannian geometry	M	C
Cheng; Lauda	Higher dimensional categories: An illustrated guide book (Draft)	M	C
Cherix; Cowling; Jolissaint; Julg; Valette	Groups with the Haagerup property (Gromov's a-T-menability)	M	C
Cherry; Ye	Nevanlinna's theory of value distribution	M
Chevalley	Theory of Lie groups I	M
Chevalley	Foundational concepts of algebra	M
Chevalley	Introduction to the theory of algebraic functions of one variable	M	C
Chmutov; Duzhin; Mostovoy	Introduction to Vassiliev knot invariants	M
Choimet; Queffelec	Twelve landmarks of twentieth-century mathematics	M
Choquet	Topology	M
Choquet-Bruhat; DeWitt-Moritte;	Analysis, manifolds and physics I. Basics	M
Choquet-Bruhat; DeWitt-Moritte;	Analysis, manifolds and physics II. Applications	M
Choquet; de la Harpe; Kahane et al.	Autour du centenaire du Lebesgue	HistM
Chowla	The Riemann hypothesis and Hilbert's tenth problem	M	C
Christ, M.	Lectures on singular integral operators	M	C
Christenson; Voxman	Aspects of topology. 2nd ed.	M
Chung	Elementary probability theory with stochastic processes	M
Churchill; Brown	Fourier series and boundary value problems	M
Cigler; Reichel	Topologie	M
Clemens	A scrapbook of complex curve theory	M
Cohen, Henri	A course in computational algebraic number theory	M
Cohen, Henri	Number theory I: Tools and Diophantine Equations	M
Cohen, Henri	Number theory II: Analytic and modern tools	M
Cohen, Paul J.	Set theory and the continuum hypothesis	M
Cohn, Paul M.	Lie groups	M
Cohn, Paul M.	Algebra universale	M
Cohn, Donald L.	Measure theory	M
Cohn, Harvey	Conformal mapping on Riemann surfaces	M
Cojocaru; Ram Murty	An introduction to sieve methods and their applications	M
Coleman	Aspects of symmetry	TP
Collatz	Funktionalanalysis und numerische Mathematik	M
Collet; Eckmann	Iterated maps on the interval as dynamical systems	M	C
Collet; Eckmann	A renormalization group analysis of the hierarchical model in statistical mechanics	MP	C
Collet; Eckmann	Concepts and results in chaotic dynamics	MP
Collins; Grigorchuk; Kurchanov; Zieschang	Combinatorial group theory and applications to geometry	M
Comtet	Analyse combinatoire I+II	M
Conner	Differential periodic maps. 2nd ed.	M	C
Conner; Floyd	The relation of cobordism to K-theories	M	C
Connes	Noncommutative geometry	M
Connes; Changeux	Conversations on mind, matter and mathematics	Phil M
Connes; Lichnerowicz; Schützenberger	Triangle de pensées	Phil M
Connes; Marcolli	Noncommutative geometry, quantum fields and motives	M
Constantinescu; de Groote	Geometrische und algebraische Methoden der Physik	M
Conway, F.; Siegelman	Dark hero of the information age. In search of Norbert Wiener - The father of cybernetics	HistM
Conway, John B.	A course in functional analysis	M
Conway, John H.	Über Zahlen und Spiele	M
Conway, John H.; Sloane	Sphere packings, lattices and groups (partially)	M	C
Coornaert; Delzant; Papadopoulos	Géometrie et théorie des groupes	M	C
Coppel	Number theory. An introduction to mathematics	M
Copson	Asymptotic expansions	M	C
Cordier; Porter	Shape theory	M
Cormen; Leiserson; Rivest; Stein	Introduction to algorithms	CS
Cornea; Lupton; Oprea; Tanré	Lusternik-Schnirelmann category	M
Cornell; Silverman (eds.)	Arithmetic geometry	M	C
Cornell; Silverman; Sievens (eds.)	Morular forms and Fermat's last theorem	M
Cornfeld; Fomin; Sinai	Ergodic theory	M	C
Corry	Modern algebra and the rise of mathematical structures	HistM
Costello	Renormalization and effective field theory	MP
Costello; Gwilliam	Factorization algebras in quantum field theory	MP	C
Costin	Asymptotics and Borel summability	M	C
Courant	Dirichlet's principle, conformal mapping and minimal surfaces	M
Courant; Hilbert	Mathoden der mathematischen Physik	M
Courant; Robbins; Stewart	What is mathematics?	Phil M
Coutinho	A primer of algebraic D-modules	M
Cox, D.A.	Primes of the form x²+ny². Fermat, class field theory and complex multiplication	M	C
Cox; Little; O'Shea	Ideals, varieties and algorithms	M
Coxeter	The beauty of geometry. Twelve essays	M
Coxeter	Introduction to geometry	M
Coxeter; Moser (W.O.J.)	Generators and relations for discrete groups	M
Creswick; Farach; Poole, Jr.	Introduction to renormalization group methods in physics	TP	C
Cromwell	Knots and links	M	C
Crowell; Fox	Introduction to knot theory	M
Csaszar	General topology	M
Cuntz; Meyer; Rosenberg	Topological and bivariant K-theory	M
Curtis	Pioneers of representation theory	HistM
Curtis; Reiner	Representation theory of finite groups and associative algebras	M
Cvitanovic	Group theory. Birdtracks, Lie's and exceptional groups	M	C
Cycon; Froese; Kirsch; Simon	Schrödinger operators	MP
da Silva	Lectures on symplectic geometry	M
da Silva; Weinstein	Geometric models for noncommutative algebras	M
Dacorogna	Introduction to the calculus of variations	M
Dajani; Kraaikamp	Ergodic theory of numbers	M	C
D’Amora; Sbaragli	La matematica e la sua storia III. Dal Rinascimento al XVIII secolo	HistM
Danilov	Cohomology of analytic varieties (Springer Encycl.)	M	C
Date	Database systems	CS
Daubechies	Ten lectures on wavelets	M
Dauben	Georg Cantor. His mathematics and philosophy of the infinite	HistM
Davenport	Multiplicative number theory	M	C
Davenport	Analytic methods for diophantine equations and diophantine inequalities	M	C
Davidoff; Sarnak; Valette	Elementary number theory, group theory and Ramanoujan graphs	M	C
Davidson	C*-algebras by example	M
Davies, E.B.	Heat kernels and spectral theory	M	C
Davies, E.B.	Spectral theory and differential operators	M
Davies, E.B.	Quantum theory of open systems	MP	C
Davies, E.B.	Science through the looking glass	Phil M
Davies, E.B.	Why beliefs matter	Phil M
Davis, M.	The universal computer. The road from Leibniz to Turing	HistM
Davis, M.	Computability and unsolvability	M
Davis, M. (ed.)	The undecidable. Basic papers on undecidable propositions, unsolvable problems and…	M	C
Davis, P.J.; Hersh	The mathematical experience	Phil M
Davis, P.J.; Hersh	Descartes' dream. The world according to mathematics	Pop
Davis, D.M.	The nature and power of mathematics	PopM
Dawson	Logical dilemmas. The life and work of Kurt Gödel	HistM
Dawson	Why prove it again? Alternative proofs in mathematical practice	Phil M	C
De Bruijn	Asymptotic methods in analysis	M
De Faria; De Melo	Mathematical tools for one-dimensional dynamics	M
De Koninck; Luca	Analytic number theory. Exploring the anatomy of integers	M
de la Harpe	Topics in geometric group theory	M
de la Harpe; Valette	La proprieté (T) de Kazhdan pour les groupes localement compacts	M
De la Llave	A tutorial on KAM theory	M	C
De Melo; Van Strien	One-dimensional dynamics	M	C
de Pagter; van Rooij	An invitation to functional analysis	M
de Rham	Differentiable manifolds	M	C
de Souza; Silva	Berkeley problems in mathematics	M
Debnath	The legacy of Leonhard Euler. A tricentennial tribute	HistM	C
Dedekind	Theory of algebraic integers (Transl. from Bull.Sci.Math.Astr. With introduction by Stillwell)	M	C
Dedekind	Über die Theorie der ganzen algebraischen Zahlen (= Suppl. XI)	M	C
Dedieu	Points fixes, zeros et la methode de Newton	M
Dehornoy; Dynnikov; Rolfsen; Wiest	Why are braids orderable?	M	C
Deift	Orthogonal polynomials and random matrices: A Riemann-Hilbert approach	M	C
Deimling	Nonlinear functional analysis	M
Deiser	Reelle Zahlen	M
Deitmar	A first course in harmonic analysis	M	C
Deitmar; Echterhoff	Principles of harmonic analysis	M
Delahaye	Le fascinant nombre π	M
Deligne	Equations différentielles à points singuliers réguliers	M	C
Deligne	SGA 4½. Cohomolgie étale	M	C
Deligne; Etingof; Freed; Kazhdan; Witten et al.	Quantum fields and strings: A course for mathematicians 1+2	TP
Deligne; Malgrange; Ramis	Singularités irrégulières. Correspondance et documents	M
Demazure	Bifurcations and catastrophes	M
Deng; Du; Parshall; Wang	Finite dimensional algebras and quantum groups	M
Deo, Narsing	Graph theory with applications to engineering and computer science	M	C
Derbyshire	Prime obsession. Bernhard Riemann and the greatest unsolved problem in mathematics	Pop
Derezinski; Gérard	Scattering theory of classical and quantum n-particle systems	MP
Devaney	An introduction to chaotic dynamical systems	M	C
Devlin	Sternstunden der Mathematik	Pop
Devlin	The math gene	Pop
Devlin; Keen (eds.)	Chaos and fractals. The mathematics behind the computer graphics	M	C
Dewdney	Der Turing Omnibus	CS
Diaconis	Group representations in propability and statistics	M	C
Diacu; Holmes	Celestial encounters	HistP
Diamond; Shurman	A first course in modular forms	M
Diamond; Zhang	Beurling generalised primes	M	C
Dickson	History of the theory of numbers I-III	M
Diestel	Graph theory (3rd ed.)	M
Diestel, J.; Uhl, Jr.	Vector measures	M
Dieudonné	Éléments d’analyse. Vol. 1-6 (Chapitres I-XXII)	M
Dieudonné	Treatise on Analysis. Vols. 2, 4	M
Dieudonné	A history of algebraic and differential topology 1900-1960	HistM	C
Dieudonné	Abregé d'histoire des mathematiques	HistM
Dieudonné	Cours de géométrie algébrique 1: Apercu historique, 2: Précis de géometrie algébrique élémentaire	HistM
Dieudonné	Algebraic Geometry & Fondements de la géométrie algébrique moderne (Adv.M.)	M	C
Dieudonné	History of functional analysis	M	C
Dieudonné	Panorama des mathematiques pures	M
Dieudonné	Sur les groupes classiques	M
Dieudonné	Introduction to the theory of formal groups	M
Dieudonné	Poul l'honneur de l'esprit humain	Phil M
Dieudonné; Carrell	Invariant theory. Old and new	M	C
Dieudonné; Mandelbrot; Thom; et al.	Penser les mathematiques	Phil M
Dimand; Dimand	A history of game theory. Vol. I: From the beginnings to 1945	HistM	C
Dimassi; Sjöstrand	Spectral asymptotics in the semi-classical limit	M	C
Dimca	Sheaves in topology	M
Dimca	Hyperplane arrangements. An introduction	M
Dimock	Quantum mechanics and quantum field theory. A mathematical primer	MP
Dirac	General theory of relativity	TP
Dirac	Lectures on quantum field theory	TP	C
Dirac	Lectures on quantum mechanics	TP
Dirac	The principles of quantum mechanics	TP	C
Dirichlet	Vorlesungen über Zahlentheorie. Incl. Suppl. I-X by Dedekind. (XI separate)	M	C
Dixmier	Enveloping algebras	M	C
Dixmier	Les algèbres d'opérateurs dans l'espace Hilbertien	M	C
Dixmier	C^*-Algebras	M
Dixmier	Topologie générale	M
Dold	Lectures on algebraic topology	M
Dombrowski	150 years after Gauss' "Disquisitiones generales circa supierficies curvas"	HistM
Donaldson	Riemann surfaces	M
Donaldson; Kronheimer	The geometry of four-manifolds	M
Donoghue, Jr.	Distributions and Fourier transforms	M	C
Donoghue, Jr.	Monotone matrix functions and analytic continuations	M	C
Doob	Classical potential theory and its probabilistic counterpart	M
Doob	Stochastic processes	M
Douady, R. et A.	Algèbre et théories galoisiennes	M
Doxiadis; Papadimitriou et al.	Logicomix. An epic search for truth	Pop
du Bois-Reymond	Abhandlung über die Darstellung der Funktionen durch trigonometrische Reihen	M	C
Du Sautoy	The music of the primes	Pop
Dubhashi; Panconesi	Concentration of measure for the analysis of randomized algorithms	M	C
Dubin	Solvable models in algebraic statistical mechanics	MP	C
Dubin; Hennings	Quantum mechanics, algebras and distributions	MP	C
Dubrovin; Fomenko; Novikov	Modern geometry - Methods and applications III. Introduction to homology theory	M
Dugac	Histoire de l’analyse	HistM	C
Dugas	A history of mechanics	HistP
Dugundji	Topology	M
Duistermaat	Fourier integral operators	M
Duistermaat; Eckhaus	Analyse van gewone differentiaalvergelijkingen	M
Duistermaat; Kolk	Lie groups	M
Dumas	The KAM story	Pop	C
Dunford; Schwart	Linear operators Part I	M
Dunham	Euler. The master of us all	HistM
Dunham	The calculus galery	HistM
Duoandikoetxea	Fourier analysis	M
Dupont, J.L.	Scissors congruences, group homology, and characteristic classes	M	C
Duren	Invitation to classical analysis	M
Durrett	Probability: Theory and examples. Ed. 4.1	M	C
Durrett	Brownian motion and martingales in analysis	M	C
Duschek	Vorlesungen über höhere Mathematik. Bände 3+4	M
Dwyer; Henn	Homotopy theoretic methods in group cohomology	M	C
Dynkin	Die Grundlagen der Theorie der Markoffschen Prozesse	M
Earle	Descriptive geometry	M
Ebbinghaus et al	Zahlen	M
Ebbinghaus; Flume; Thomas	Mathematische Logik	M
Ebeling	Lattices and codes	M
Eberlein	Geometry of nonpositively curved manifolds	M
Edgar	Measure, topology, and fractal geometry	M	C
Edixhoven; Evertse	Diophantine approximation and abelian varieties	M	C
Edwards	Fermat’s last theorem. A genetic introduction to algebraic number theory	M
Edwards	Riemann's zeta function	M
Edwards (R.E.)	Integration and harmonic analysis on compact groups	M
Egorov	Microlocal analysis	M	C
Egorov; Komech; Shubin	Elements of the modern theory of partial differential equations	M
Ehrenpreis	Fourier analysis in several complex variables	M
Ehresmann	Categories et structures	M
Eichhor; Thiele, E.-J.	Vorlesungen zum Gedenken an Felix Hausdorff	HistM
Eichler	Introduction to the theory of algebraic numbers and functions	M	C
Eidel’man	Parabolic systems	M
Eilenberg; Steenrod	Foundations of algebraic topology	M
Eisenbud	Commutative algebra with a view toward algebraic geometry	M
Eisenbud; Harris	The geometry of schemes	M
Elliott	Probabilistic number theory I	M	C
Elliott	Probabilistic number theory II	M	C
Ellis	Entropy, large deviations, and statistical mechanics	MP
Ellison, William and Fern	Prime numbers	M	C
Elmendorf; Kriz; Mandell; May	Rings, modules, and algebras in stable homotopy theory	M
Embrechts; Maejima	Selfsimilar processes	M	C
Emch	Algebraic methods in statistical mechanics and quantum field theory	MP
Emch	Mathematical and conceptual foundations of 20th-century physics	P
Emmer (ed.)	The visual mind II	Pop
Enderton	A mathematical introduction to logic	M
Engelking	Theory of dimensions Finite and infinite	M
Engelking	General topology	M
Engelking; Sieklucki	Topology. A geometric approach	M
Enock; Schwartz	Kac algebras and duality of locally compact groups	M	C
Enz	No time to be brief. A scientific biography of Wolfgang Pauli	HistP
Epple	Die Entstehung der Knotentheorie	HistM	C
Epstein, D.B. et al.	Word processing in groups	M	C
Erdelyi	Asymptotic expansions	M
Erdelyi	Operational calculus and generalized functions	M	C
Erdös; Gruber; Hammer	Lattice points	M	C
Erdös; Suranyi	Topics in the theory of numbers	M	C
Estermann	Introduction to modern prime number theory	M
Etingof et al.	Introduction to representation theory	M
Etingof; Frenkel, I; Kirillov Jr	Lectures on representation theory and Kniyhnik-Zamolodchikov equations	M
Etingof; Gelaki; Nikshych; Ostrik	Tensor categories	M
Etingof; Schiffmann	Lectures on quantum groups	M
Euklid	Die Elemente	M
Euler	Die Geburt der Graphentheorie (ed. By W. Velminski)	M
Euler	Zur Theorie komplexer Funktionen	M
Evans, L.C.	Partial differential equations	M
Evans, L.C.; Gariepy	Measure theory and fine properties of functions	M	C
Evans; Kawahigashi	Quantum symmetries on operator algebras	M	C
Everitt	Inequalities. Fifty years on from Hardy, Littlewood and Polya	M	C
Eymard; Lafon	The number π	M
Faddeev; Slavnov	Gauge fields. Introduction to quantum theory	TP	C
Falconer	Fractal geometry: Mathematical Foundations and Applications	M
Faltings	Lectures on the arithmetic Riemann-Roch theorem	M	C
Faraut	Analysis on Lie groups. An introduction	M	C
Fasano; Marmi	Analytical mechanics	TP
Fay	Theta functions on Riemann surfaces	M
Federer	Geometric measure theory	M
Fefferman, S.	The number systems. Foundations of algebra and analysis	M
Feher; Stipsicz; Szenthe	Topological quantum field theories and geometry of loop spaces	M	C
Feinerman; Newman, D.J.	Polynomial approximation	M	C
Fel'dman; Nesterenko	Transcendental numbers  (Springer Encyclopedia: Number Theory IV)	M	C
Feldman; Hurd; Rosen; Wright	QED: A proof of renormalizability	MP
Feldman; Knörrer; Trubowitz	Fermionic functional integrals and the renormalization group	MP
Félix; Helperin; Thomas	Rational homotopy theory	M
Félix; Oprea; Tanré	Algebraic models in geometry	M
Fernandez; Fröhlich; Sokal	Random walks, critical phenomena and triviality in quantum field theory	MP
Ferreiros	Labyrinth of Thought: A History of Set Theory and Its Role in Modern Mathematics (2nd.ed.)	HistM
Ferry; Ranicki; Rosenberg (eds.)	Novikov conjectures, index theorems and rigidity. 2 vols.	M
Fesenko; Vostokov	Local fields and their extensions	M	C
Feynman	Lectures on physics I-III	TP
Feynman	Statistical mechanics	TP
Feynman	Lectures on computation	TP/CS
Feynman; Hibbs	Quantum mechanics and path integrals	TP
Figalli et al.	Autour des inégalités isopérimétriques	M
Fine; Rosenberger	The fundamental theorem of algebra	M
Fischer	A History of the Central Limit Theorem. From Classical to Modern Probability Theory	HistM	C
Flajolet; Sedgewick	Analytic combinatorics	M
Flandin	Time-frequency/time-scale analysis	M	C
Folland	A course in abstract harmonic analysis	M
Folland	Harmonic analysis in phase space	M
Fomenko	Variational principles in topology	M
Fomenko	Variational problems in topology. The geometry of length, area and volume	M
Forster	Analysis 1+2	M
Forster	Lectures on Riemann surfaces	M
Fraenkel	Abstract set theory	M
Fraenkel; Bar-Hillel; Levy	Foundations of set theory	M
Frankel	The geometry of physics	M
Franz	Topologie I+II	M
Franzen	Gödel's theorem. An incomplete guide to its use and abuse	Phil M
Frazier; Jawerth; Weiss	Littlewood-Paley theory and the study of function spaces	M	C
Fréchet; Fan	Invitation to combinatorial topology	M
Freedman, M.; Luo, F.	Selected applications of geometry to low-dimensional topology	M	C
Freedman; Quinn	Topology of 4-manifolds	M	C
Freidlin	Functional integration and partial differential equations	M
Freitag	Funktionentheorie 2	M
Freitag; Busam	Funktionentheorie 1	M
Freitag; Kiehl	Étale cohomology and the Weil conjecture	M	C
Frenkel; Ben-Zvi	Vertex algebras and algebric curves	M
Frenkel; Lepowsky; Meurman	Vertex operator algebras and the monster	M	C
Freudenthal; de Vries	Linear Lie groups	M
Freyd	Abelian categories	M
Fricke; Klein	Vorlesungen über die Theorie der automorphen Funktionen. 2 Bände	M
Fricker	Einführung in die Gitterpunktlehre	M	C
Friedlander, Eric M.	Etale homotopy of simplicial schemes	M
Friedlander, John; Iwaniec	Opera de cribro	M
Friedman (Avner)	Generalised functions and partial differential equations	M
Friedrichs, K.O.	Perturbation of spectra in Hilbert space	M
Friedrichs, K.O.	Mathematical aspects of the quantum theory of fields	MP	C
Friedrichsdorf; Prestel	Mengenlehre	M
Fritsch; R.&G.	The four-color theorem	M	C
Fröhlich; Kerler	Quantum groups, quantum categories and quantum field theory	M
Fuchs, L.	Abelian groups. 3rd.ed. (1960)	M
Fuchs, J.	Affine Lie algebras and quantum groups	M
Führ	Abstract harmonic analysis of continuous wavelet transforms	M	C
Fujiwara	Rigorous time slicing approach to Feynman path integrals	MP
Fulton	Algebraic curves	M	C
Fulton	Intersection theory	M	C
Fulton	Introduction to intersection theory in algebraic geometry	M
Fulton	Introduction to toric varieties	M
Fulton	Young tableaux	M
Fulton; Harris	Representation theory	M
Fulton; MacPerson	Categorical framework for the study of singular spaces	M
Funk	Variationsrechnung und ihre Anwendung	M
Furlan; Sotkov; Todorov	Two-dimensional conformal field theory (Riv.Nuov.Cim.)	MP	C
Furstenberg	Recurrence in ergodic theory and combinatorial number theory	M	C
Gaal	Point set topology	M
Gabriel; Roiter	Representations of finite-dimensional algebras	M
Gabriel; Ulmer	Lokal präsentierbare Kategorien	M
Gabriel; Zisman	Categories of fractions and homotopy theory	M	C
Gähler	Grundstrukturen der Analysis I	M
Galindo; Pascual	Quantum mechanics I	MP	C
Galindo; Pascual	Quantum mechanics II	MP
Gallavotti	Foundations of fluid dynamics	MP
Gallavotti	Renormalization theory and ultraviolet stability for scalar fields via renormalization group methods	MP	C
Gallavotti	Statistical mechanics. A short treatise	MP
Gallavotti	The elements of mechanics	MP
Gallavotti; Bonetto; Gentile	Aspects of ergodic, qualitative and statistical theory of motion	MP
Gallier; Xu	The classification theorem for compact surfaces	M	C
Gallot; Hulin; Lafontaine	Riemannian geometry	M
Galois	Oevres mathematiques. Manuscrits e papiers inédits	M
Gamelin	Complex analysis	M
Gamelin; Greene	Introduction to topology	M
Gamkrelidze (ed.), Tikhomirov	Convex analysis, Approximation Theory (Springer Encyclopedia: Analysis II)	M	C
Ganelius	Tauberian remainder theorems	M	C
Gannon	Moonshine beyond the monster	M	C
Gantmacher	Matrix theory I+II	M
Gårding	Some points of analysis and their history	HistM
Garey; Johnson	Computers and intractability. A guide to the theory of NP-completeness	CS	C
Garling	A course in mathematical analysis II. Metric & topological spaces. Functions of a vector variable	M
Garling	A course in mathematical analysis I. Foundations and elementary real analysis	M
Garling	A course in mathematical analysis III. Complex analysis. Measure and integration	M
Garling	Inequalities. A journey into linear analysis	M
Garnett	Bounded analytic functions	M
Garsia	Topics in almost everywhere convergence	M	C
Gass; Assad	An annotated timeline of Operations Research: An informal history	HistM	C
Gaudin	La fonction d'onde de Bethe	MP	C
Gauss	Untersuchungen über höhere Arithmetik	M
Gauß	Mathematisches Tagebuch	HistM
Geddes; Czapor; Labahn	Algorithms for computer algebra	CS
Gelbaum; Olmsted	Counterexamples in analysis	M
Gelfand, I; Raikov; Shilov	Commutative normed rings	M
Gelfand, I.; Fomin	Calculus of variations	M
Gelfand, I.; Shilov	Generalized functions I. Properties and operators	M
Gelfand, I.; Shilov	Generalized functions II. Spaces of fundamental and generalised functions	M
Gelfand, I.; Fomin	Generalized functions III. Theory of differential equations	M
Gelfand, I.; Vilenkin	Generalized functions IV. Applications of harmonic analysis	M
Gelfand, I.; Graev; Vilenkin	Generalized functions V. Integral geometry and representation theory	M
Gelfand, S., Manin	Methods of homological algebra	M
Gelfand, S.; Manin	Homological algebra (Springer Encyclopedia: Algebra V)	M	C
Gelfond	The solution of equations in integers	M
Gelfond	Transcendental and algebraic numbers	M
Gelfond	Differenzenrechnung	M
Gelfond; Linnik	Elementary methods in the analytic theory of numbers	M	C
Geoghegan	Topological methods in group theory	M
Gericke	Mathematik in Antike, Orient und Abendland	HistM
Ghrist; Holmes; Sullivan	Knots and links in three-dimensional flows	M	C
Ghys; de la Harpe	Sur les groups hyperboliques d'apres Mikhael Gromov	M	C
Gibbons	Algorithmic graph theory	M
Gibson; Wirthmüller; du Plessis; Looijenga	Topological stability of smooth mappings	M
Gil	The regulators of Beilinson and Borel	M	C
Gilbert; Porter	Knots and surfaces	M	C
Gilkey	The index theorem and the heat equation	M
Ginsburg	Algebraic and automata-theoretic properties of formal languages	CS
Ginsburg	The mathematical theory of context-free languages	CS
Giusti	Direct methods in the calculus of variations	M	C
Glaser	Geometrical combinatorial topology I+II	M
Glimm; Impagliazzo; Singer (eds.)	The legacy of John von Neumann	HistM	C
Glimm; Jaffe	Quantum physics. A functional integral point of view	MP
Godefroy	La fonction Gamma	M	C
Godement	Algebra	M
Godement	Analyse mathématique II-IV	M
Godement	Analysis I	M
Godement	Topologie algébrique et théorie des faisceaux	M
Godement	Introduction to the theory of Lie groups	M
Goerss; Jardine	Simplicial homotopy theory	M
Goldberg, R.R.	Fourier transforms	M	C
Goldblatt	Topoi	M
Goldblatt	Lectures on the hyperreals	M
Goldenfeld	Lectures on phase transitions and the renormalization group	TP
Goldman	The queen of mathematics	HistM
Goldreich	Computational complexity	CS
Goldschmidt	Algebraic functions and projective curves	M	C
Goldstein	Klassische Mechanik	TP
Goldstine	The computer from Pascal to von Neumann	HistCS
Goldstine	A history of numerical analysis from the 16th through the 19th century	HistM	C
Golubitsky; Guillemin	Stable mappings and their singularities	M	C
Gomez; Ruiz-Altaba; Sierra	Quantum groups in two-dimensional physics	TP	C
Gonzalez, J.A.N.; de Salas, J.B.S.	C∞-Differentiable spaces	M	C
Goodman, F.; de la Harpe; Jones, V.	Coxeter graphs and towers of algebras	M
Goodman, R.; Wallach	Representations and invariants of classical groups	M
Goodman, R.; Wallach	Symmetry, representations and invariants	M
Gordon	G-Categories	M
Gordon; Power; Street	Coherence for tricategories	M
Gorenstein; Lyons; Solomon	The classification of the finite simple groups	M	C
Goss	Basic structures of function field arithmetic	M
Gottwald; Ilgauds; Schlote	Lexikon bedeutender Mathematiker	HistM
Gowers	Mathematics. A very short introduction	Pop
Gowers (ed.)	The Princeton Companion to Mathematics	M
Grabiner	The origins of Cauchy’s rigorous calculus	HistM	C
Gracia-Bondia; Varilly; Figueroa	Elements of non-commutative geometry	M
Gradstein; Ryshik	Tafeln / Tables 1+2	M
Grafakos	Classical Fourier analysis	M
Grafakos	Modern Fourier analysis	MP
Graham, R.L.	Rudiments of Ramsey theory	M	C
Graham, R.L.; Knuth; Patashnik	Concrete mathematics	M
Graham, R.L.; Rothschild; Spencer, J.H.	Ramsey theory. 2nd ed.	M	C
Graham, S.W.	Van der Corput's method of exponential sums	M
Granas; Dugundji	Fixed point theory	M
Grandy	Advanced logic for applications	M
Granville	Number theory revealed: A masterclass	M
Grattan-Guinness	Companion Encyclopedia of the History and Philosophy of the mathematical sciences 1+2	HistM
Grattan-Guinness	The rainbow of mathematics. A history of the mathematical sciences	HistM
Grätzer	Universal algebra	M
Grätzer	Lattice theory. First concepts and distributive lattices	M
Grätzer	General lattice theory	M
Grauert; Fritzsche	Einführung in die Funktionentheorie mehrerer Veränderlicher	M
Grauert; Fritzsche	From holomorphic functions to complex manifolds	M
Grauert; Remmert	Theorie der Steinschen Räume	M
Grauert; Fischer	Differential- und Integralrechnung II	M
Grauert; Lieb	Differential- und Integralrechnung III	M
Gray, B.	Homotopy theory. An introduction to algebraic topology	M
Gray, J.	The Real and the Complex: A History of Analysis in the 19th Century	HistM
Gray, J.	Linear differential equations and group theory from Riemann to Poincaré	HistM
Gray, J.	Plato's ghost	HistM
Gray, J.	The Hilbert challenge	HistM
Gray, J.	Worlds out of nothing. A course in the history of geometry in the 19th century	HistM
Gray, J.	Henri Poincaré. A scientific biography	HistM
Gray, J.	A history of abstract algebra	HistM
Green, J.A.	Polynomial representations of GL(n)	M	C
Greenleaf	Invariant means on topological groups and their applications	M
Greub	Linear algebra	M
Greub	Multilinear algebra	M	C
Griffiths; Harris	Principles of algebraic geometry	M
Grigis; Sjöstrand	Microlocal analysis for differential operators	M	C
Grimmett	Percolation	M	C
Grimmett	Probability on Graphs: Random Processes on Graphs and Lattices	M
Grimmett; Stirzaker	Probability and random processes	M
Gröchenig	Foundations of time-frequency analysis	M	C
Groenewegen; van Rooij	Spaces of continuous functions	M	C
Gromov	Partial differential relations	M
Gromov	Geometric group theory	M	C
Gromov	Positive curvature, macroscopic dimension, spectral gaps and higher signatures	M	C
Gross; Lentin	Introduction to formal grammars	CS
Gross; Runge	Vielteilchentheorie	TP
Grosswald	Topics from the theory of numbers	M
Grosswald	Representations of integers as sums of squares	M	C
Grothendieck	EGA 1: Le langage des schémas	M	C
Grothendieck	EGA 2: Étude globale élémentaire de quelques classes de morphismes	M	C
Grothendieck	SGA 1. Revêtements étales et groupe fondamental	M
Grotz; Klapdor	Die schwache Wechselwirkung in Kern-, Teilchen und Astrophysik	TP
Grove; Benson	Finite reflection groups	M	C
Guckenheimer; Holmes	Nonlinear oscillations, dynamical systems, and bifurcations of vector fields	MP	C
Guentner; Higson; Trout	Equivariant E-theory for C*-algebras	M	C
Guest	From quantum cohomology to integrable systems	M
Guillemin; Pollack	Differential topology	M
Guillemin; Sternberg	Geometric asymptotics	M	C
Guillemin; Sternberg	Variations on a theme by Kepler	MP	C
Guillemin; Sternberg	Symplectic techniques in physics	MP
Güler	Foundations of optimization	M
Gunning; Rossi	Analytic functions of several complex variables	M
Gustafson; Sigal	Mathematical concepts of quantum mechanics	MP
Gutzwiller	Chaos in classical and quantum mechanics	TP
Haack, S.	Deviant logic, fuzzy logic	Phil M
Haag	Local quantum physics	MP
Hacking	Why is there a philosophy of mathematics at all?	Phil M
Hadamard	Non-euclidean geometry in the theory of automorphic functions	HistM
Hadamard	An essay on the psychology of invention in the mathematical field	Phil M
Haigh	Probability. A very short introduction	Pop
Halberstam; Richert	Sieve methods	M
Halberstam; Roth	Sequences	M	C
Halin	Graphentheorie	M
Hall, Tord	Carl Friedrich Gauss. A biography	HistM
Hall	Theory of groups	M
Hall, B.C.	Lie groups, Lie algebras and representations (1st.ed.)	M
Hall, B.C.	Quantum theory for mathematicians	MP
Halmos	Introduction to Hilbert space and the theory of spectral multiplicity	M
Halmos	Lectures on boolean algebras	M
Halmos	Measure theory	M
Halmos	Naive Mengenlehre	M
Haran, S.	Arithmetical investigations	M	C
Haran, S.	The mysteries of the real prime	M	C
Harary	Graph theory	M
Hardt (ed.)	Six themes on variation	M
Hardy	Divergent series	M	C
Hardy	Ramanujan. Twelve lectures on subjects suggested by his life and work	M	C
Hardy	A mathematician's apoplogy	Pop
Hardy; Littlewood; Polya	Inequalities	M
Hardy; Riesz, M.	The general theory of Dirichlet series	M	C
Hardy; Rogosinski	Fourier series	M
Hardy; Wright	An introduction to the theory of numbers	M
Harris	Algebraic geometry. A first course	M
Harris; Morrison	Moduli of curves	M
Hart; Nagata; Vaughan (eds.)	Encyclopedia of general topology	M
Hartsfield; Ringel	Pearls in graph theory	M
Hartshorne	Algebraic geometry	M
Hartshorne	Foundations of projective geometry	M
Hartshorne	Residues and duality	M
Hartshorne	Geometry. Euclid and beyond	M
Hasse (Helmut)	Vorlesungen über Zahlentheorie	M
Hasse (Maria); Michler	Theorie der Kategorien	M
Hasselblatt; Katok	A first course in dynamics. With a panorama of recent developments	M
Hasselblatt; Katok	Introduction to the modern theory of dynamical systems	M
Hatcher	Algebraic topology	M
Hatcher	Vector bundles and K-theory	M	C
Hausdorff	Grundzüge der Mengenlehre. 1. Aufl. (1914)	M
Hausdorff	Grundzüge der Mengenlehre. 3. Aufl. (1935)	M
Hausner; Schwartz	Lie groups; Lie algebras	M
Haussmann; Vogel	Geometry of Poincaré spaces	M
Havil	Gamma	Pop
Havil	The irrationals	Pop
Hawking; Ellis	The large scale structure of spacetime	MP
Hawking; Penrose	The nature of space and time	MP
Hawkins	Lebesgue's theory of integration. Its origins and development	HistM	C
Hecke	Analysis und Zahlentheorie	M	C
Hecke	Algebraische Zahlen	M
Hecke	Lectures on Dirichlet series, modular functions and quadratic forms	M
Hecke	Mathematische Werke	M
Heinonen	Lectures on analysis on metric spaces	M
Heisenberg	Die physikalischen Prinzipien der Quantentheorie	TP	C
Helgason	Differential geometry, Lie groups and symmetric spaces	M
Helgason	The Radon transform (partial)	M	C
Hellegouarch	Invitation aux mathématiques de Fermat-Wiles	M
Hellwege	Physik der Molekeln	TP
Hellwig	Partial differential equations	M	C
Helson	Harmonic analysis	M	C
Hemion	The classification of knots and 3-dimensional spaces	M	C
Hempel	3-Manifolds	M	C
Hepp	Théorie de la renormalisation	MP
Herken (ed.)	The universal Turing machine: A half-century survey	CS	C
Hermes	Einführung in die Verbandstheorie	M
Herrlich	The axiom of choice	M	C
Herrlich	Topologie I: Topologische Räume	M
Herrlich; Strecke	Category theory	M
Herrmann	Spieltheorie und lineares Programmieren	M
Hersh	What is mathematics, really?	Phil M
Hewiltt; Stromberg	Rean and abstract analysis	M
Hewitt; Ross	Abstract harmonic analysis I+II	M
Heyer	Dualität lokalkompakter Gruppen	M	C
Heyting	Projectieve meetkunde	M
Hiai; Petz	The Semicircle Law, Free Random Variables and Entropy	M
Higgins	An introduction to topological groups	M	C
Higson; Roe	Analytic K-homology	M
Hilbert	Grundlagen der Geometrie	M
Hilbert; Cohn-Vossen	Anschauliche Geometrie	M
Hilbert	Gesammelte Abhandlungen I	M
Hilbert	Hilbertiana. Fünf Aufsätze	M
Hilgert; Neeb	Lie-Gruppen und Lie-Algebren	M
Hille	Analysis. Vol. 1+2	M
Hille	Analytic function theory 2	M
Hille	Ordinary differential equations in the complex domain	M
Hille; Phillips	Functional analysis and semi-groups	M
Hillmann	Algebraic invariants of links	M	C
Hilton	An introduction to homotopy theory	M
Hilton; Stammbach	A course in homological algebra	M
Hilton; Mislin; Roitberg	Localization of nilpotent groups and spaces	M	C
Hilton; Wylie	Homology theory. An introduction to algebraic topology	M
Hindry; Silverman	Diophantine geometry. An introduction	M
Hironaka	Resolution of singularities of an algebraic variety over a field of characteristic zero. Ann.Math.	M	C
Hirsch	Differential topology	M
Hirsch; Smale; Devaney	Differential equations, dynamical systems & An introduction to chaos	M	C
Hirzebruch	Neue topologische Methoden in der algebraischen Geometrie	M
Hirzebruch	Topological methods in algebraic geometry	M
Hirzebruch; Berger; Jung	Manifolds and modular forms	M	C
Hirzebruch; Mayer	O(n)-Mannigfaltigkeiten, exotische Sphären, und Singularitäten	M
Hirzebruch; Neumann; Koh	Differentiable manifolds and quadratic forms	M	C
Hirzebruch; Scharlau	Einführung in die Funktionalanalysis	M
Hirzebruch; Zagier	The Atiyah-Singer theorem and elementary number theory	M	C
Hlawka; Schoissengeier; Teschner	Geometric and analytic number theory	M	C
Hochschild	The structure of Lie groups	M
Hocking; Young	Topology	M
Hoffmann, K.	Banach spaces of analytic functions	M
Hoffstein; Pipher; Silverman	An introduction to mathematical cryptography	M
Hofman	The duality of compact semigroups	M
Holschneider	Wavelets. An analysis tool	M	C
Hong; Kang	Introduction to quantum groups and crystal bases	M
Hopcroft; Ullman	Einführung in die Automatentheorie, formale Sprachen und Komplexitätstheorie	CS
Hopf	Ergodentheorie	M
Hörmander	The analysis of linear partial differential operators I-IV	M
Hörmander	An introduction to complex analysis in several variables	M	C
Hörmander	Introduction to algebraic quantum field theory	MP	C
Horuzhy	Notions of convexity	M	C
Hovey	Model categories	M
Hovey; Palmieri, Strickland	Axiomatic stable homotopy theory	M
Howe	A century of Lie theory	M	C
Hu, Sze-Tsen	Homotopy theory	M
Hua Loo-Keng	Abschätzung von Exponentialsummen und ihre Anwendung in der Zahlentheorie	M	C
Hua Loo-Keng	Introduction to number theory	M
Huang, Yi-Zhi	Two-dimensional conformal geometry and vertex operator algebras	M	C
Huang; Pnadzic	Dirac operators in representation theory	M	C
Hudson	Piecewise linear topology	M
Humphreys	Introduction to Lie algebras and representation theory	M
Humphreys	Arithmetic groups	M	C
Humphreys	Linear algebraic groups	M
Humphreys	Reflection groups and Coxeter groups	M
Hurewicz; Wallman	Dimension theory	M	C
Hurwitz; Courant	Vorlesungen über allgemeine Funktionentheorie und elliptische Funktionen. 4. Aufl.	M
Husemoller	Fibre bundles	M
Huxley	The distribution of prime numbers. Large sieves and zero-density theorems	M	C
Huxley	Area, lattice points, and exponential sums	M	C
Huybrechts	Complex geometry	M
Hwa; Teplitz	Homology and Feynman integrals	TP
Iagolnitzer	Scattering in quantum field theories	MP
Ihara; Ribet; Serre	Galois groups over Q	M	C
Ihringer	Algemeine Algebra	M
Iitaka	Algebraic geometry. An introduction to binational geometry of algebraic varieties	M
Ilgauds	Norbert Wiener	HistM
Illusie	Complexe cotangent et déformations I+II	M
Inassaridze, H.	Non-Abelian homological algebra and its applications	M	C
Ingham	The distribution of prime numbers	M
Iosevich	A view from the top. Analysis, combinatorics and number theory	M	C
Ireland; Rosen	A classical introduction to modern number theory	M
Isaacs	Finite group theory	M
Isbell	Uniform spaces	M
Isham	Lectures on quantum theory	MP	C
Israel, G.; Gasca, A.M.	Il mondo come gioco matematico. La vita e le idee di John von Neumann	HistM
Israel, R.B.	Convexity in the theory of lattice gases	MP	C
Itenberg; Mikhalkin; Shustin	Tropical algebraic geometry	M	C
Ito; McKean	Diffusion processes and their sample paths	M	C
Itzykson; Drouffe	Statistical field theory 1+2	TP
Itzykson; Zuber	Quantum field theory	TP
Iversen	Generic local structure in commutative algebra	M
Iversen	Lectures on crystallographic groups	M
Ivic	The Riemann zeta-function. Theory and applications	M
Ivic	The theory of Hardy's Z-function	M	C
Iwaniec	Lectures on the Riemann zeta function	M
Iwaniec	Topics in classical automorphic forms	M
Iwaniec; Kowalski	Analytic number theory	M
Jackson	Klassische Elektrodynamik	TP
Jacobson	Lie algebras	M
Jacquet	Automorphic forms on GL(2). Part II	M
Jacquet; Langlands	Automorphic forms on GL(2)	M	C
Jaffard; Meyer, Y; Ryan	Wavelets. Tools for science & technology	M	C
Jaffe; Taubes	Vortices and monopoles	M
Jahnke, H.N. (ed.)	Geschichte der Analysis	HistM
James, Gordon; Kerber	The representation theory of the symmetric group	M	C
James, Gordon; Liebeck	Representations and characters of groups	M
James, Ioan	Remarkable mathematicians	HistM
James, Ioan	General topology and homotopy theory	M	C
Jameson	The prime number theorem	M	C
Jänich	Differenzierbare G-Mannigfaltigkeiten	M
Jänich	Topologie	M
Jantzen	Lectures on quantum groups	M
Jech	The axiom of choice	M
Jensen; Thomsen	Elements of KK-theory	M	C
John	Partial differential equations	M	C
Johnson, D.L.	Presentations of groups. 2nd ed.	M	C
Johnson, D.M.	The problem of the invariance of dimension in the growth of modern topology	M	C
Johnstone	Stone spaces	M	C
Jones, V.F.R; Sunder	Introduction to subfactors	M
Jones, V.F.R.	Subfactors and knots	M
Jorgensen	Analysis ans probability. Wavelets, signals, fractals	M
Jost, J.	Bernhard RIemann’s “On the hypotheses which lie at the bases of geometry”	M	C
Jost, J.	Partial differential equations	M	C
Jost, J.	Postmodern analysis	M
Jost, J.	Riemannian geometry and geometric anaysis	M
Jost, R.	The general theory of quantized fields	MP	C
Joswig; Theobald	Polyhedral and algebraic methods in computational geometry	M
Kac, M.	Statistical independence in probability, analysis and number theory	M	C
Kac, V.	Infinite dimensional Lie algebras	M
Kac, V.	Vertex algebras for beginners	M
Kac, V.; Raina	Highest weight representations of infinite dimensional Lie algebras	M
Kadanoff	Statistical physics. Statics, dynamics and renormalization	TP
Kadison; Ringrose	Fundamentals of the theory of operator algebras I+II	M
Kahane; Gilles; Lémarié-Rieusset	Séries de Fourier et ondelettes	M
Kahane; Salem	Ensembles parfaits et séries trigonométriques	M	C
Kallenberg	Foundations of modern probability	M
Kamke	Mengenlehre	M
Kamke	Differentialgleichungen I. Gew. DGLn.	M
Kamke	Differentialgleichungen II. Part. DGLn.	M
Kanigel	Der das Unendliche kannte	HistM
Kaniuth	A course in commutative Banach algebras	M	C
Kantor; Matousek; Samal	Mathematics++ Selected topics beyond the basic courses	M
Kantorovic; Akilov	Analisi funzionale	M
Kaplansky	Fields and rings	M
Kaplansky	An introduction to differential algebra	M
Kaplansky	Infinite abelian groups	M
Kaplansky	Lie algebras and locally compact groups	M
Karatsuba	Complex analysis in number theory	M
Karatsuba	Basic analytic number theory	M	C
Karatsuba; Voronin	The Riemann zeta-function	M	C
Karoubi	Homologie cyclique et K-théorie	M
Karoubi	K-theory	M
Kashiwara; Shapira	Categories and sheaves	M
Kashiwara; Shapira	Microlocal study of sheaves	M
Kassel	Quantum groups	M
Kassel; Rosso; Turaev	Quantum groups and knot invariants	M
Kassel; Turaev	Braid groups	M
Kato	Perturbation theory for linear operators	M
Katok	Fuchsian groups	M
Katz, N.	Kloosterman sums and monodromy groups	M
Katz, N.	Rigid local systems	M
Katz, N.	Sommes exponentielles	M
Katz, N.; Mazur	Arithmetic moduli of elliptic curves	M
Katz, N.; Sarnak	Random matrices, Frobenius eigenvalues and monodromy	M	C
Katz, S.	Enumerative geometry and string theory	M	C
Katz, V. J.	A history of mathematics	HistM
Katz, V. J.	Taming the unknown. A history of algebra from antiquity to the early twentieth century	HistM
Katznelson	Introduction to harmonic analysis	M
Kauffman	Formal knot theory	M
Kauffman	Knots and physics	M	C
Kauffman	On knots	M	C
Kawakubo	The theory of transformation groups	M
Kawauchi	A survey of knot theory	M	C
Kelley	General topology	M	C
Kellogg	Foundations of potential theory	M
Kelly	Basic concepts of enriched category theory	M	C
Kendig	Elementary algebraic geometry	M
Kerler; Lyubashenko	Non-semisimple topological quantum field theories for 3-manifolds with corners	M
Kerov	Asymptotic representation theory of the symmetric group and its applications in analysis	M
Kertesz	Einführung in die transfinite Algebra	M
Keune	Getallen. Van natuurlijk naar imaginair	M
Keune	Galoistheorie. Beginselen van de theorie der veeltermvermgelijkingen in een onbekende	M
Kharazishvili	Strange functions in real analysis	M	C
Khesin; Wendt	The geometry of infinite-dimensional groups	M
Khinchin	Three pearls of number theory	M	C
Khinchin	Continued fractions	M
Khinchin	Mathematical foundations of information theory	M
Khinchin	Statistical mechanics	MP
Khovanskii	Galois theory, coverings, and Riemann surfaces	M
King, R.B.	Beyond the quartic equation	M	C
Kirillov	Lectures on the orbit method	M
Kirillov (ed.); Molchanov; Klimyk; Vilenkin	Representation theory and non-commutative harmonic analysis II	M	C
Kirwan	Introduction to intersection homology	M	C
Kitaev; Shen; Vyalyi	Classical and quantum computation	TP/CS
Kleene	Introduction to metamathematics	M
Kleene	Mathematical logic	M
Klein, F.	Vorlesungen über die Entwicklung der Mathematik im 19. Jahrhundert	HistM
Klein, F.	Elementarmathematik vom höheren Standpunkte aus I	M
Kleiner	A history of abstract algebra	HistM
Klimyk; Schmüdgen	Quanum groups and their representations	M	C
Kline	Mathematical thought from ancient to modern times  1-3	HistM
Kline	Mathematics. The loss of certainty	Phil M
Klingbeil	Variationsrechnung	M	C
Klingenberg	Differentialgeometrie	M
Knapp	Advanced algebra	M
Knapp	Advanced real analysis	M
Knapp	Basic algebra	M
Knapp	Basic real analysis	M
Knapp	Elliptic curves	M	C
Knapp	Lie groups beyond an introduction	M
Knapp	Representation theory of semisimple groups	M
Knauf; Sinai	Classical nonintegrability, quantum chaos	M	C
Kneser	Quadratische Formen	M
Knoebel; Laubenbacher; Lodder; Pengelley	Mathematical masterpieces. Further chronicles by the explorers	M
Knopp	Funktionentheorie I+II + Aufgabensammlung (2 Bde.)	M
Knuth	The art of computer programming I. Fundamental algorithms	CS
Knuth	The art of computer programming II. Seminumerical algorithms	CS
Knuth	The art of computer programming III. Sorting and searching	CS
Knuth	Surreal numbers	M
Knutson	λ-Rings and the representation theory of the symmetric group	M
Kobayashi; Nomizu	Foundations of differential geometry I+II	M
Koblitz	A course in number theory and cryptography	M
Koblitz	Introduction to elliptic curves and modular forms	M
Koblitz	p-adic numbers, p-adic analysis and zeta-functions	M
Koch	Algebraic number theory	M
Kochmann	Bordism, stable homotopy and Adams spectral sequences	M
Kock, A.	Synthetic differential geometry	M	C
Kock, J.	Frobenius algebras and 2D topological quantum field theories	M
Kock, J.; Vainsencher	An invitation to quantum cohomology	M	C
Kodyalam; Sunder	Topological quantum field theories from subfactors	M	C
Kohno	Conformal field theory and topology	M
Koksma	Diophantische Approximationen	M	C
Kolchin	Differential algebra and algebraic groups	M
Kollár	Lectures on resolution of singularities	M	C
Kollár	Shafarevich maps and automorphic forms	M
Kolmogoroff	Grundbegriffe der Wahrscheinlichkeitsrechnung	M	C
Kolmogorov; Fomin	Reelle Funktionen und Funktionalanalysis	M
Kolmogorov; Fomin	Introductory real analysis	M
Kono; Tamaki	Generalized cohomology	M
Koosis	Introduction to H_p spaces	M	C
Kopperman	Model theory and its applications	M
Koralov; Sinai	Theory of probability and random processes	M
Korepin; Bogoliubov; Izergin	Quantum Inverse Scattering Method and Correlation Functions	TP	C
Korevaar	Tauberian theory	M
Körner	Exercises for Fourier analysis	M
Körner	Fourier analysis	M
Korobov	Exponential sums and their applications	M	C
Korogodski and Soibelman	Functions on quantum groups	M
Kortram	De theorie van complexe functies	M
Kosinski	Differential manifolds	M
Kosmann-Schwarzbach	The Noether theorems. Invariance and conservation laws in the twentieth century	HistM	C
Kosmann-Schwarzbach	Groups and symmetries. From finite groups to Lie groups	M	C
Köthe	Toplogische lineare Räume	M	C
Kowalski	The large sieve and its applications. Arithmetic geometry, random walks and discrete groups	M	C
Kowalsky	Topologische Räume	M
Kraft; Procesi	Classical invariant theory. A primer	M	C
Kragh	Dirac: A scientific biography	HistP
Kragh	Quantum Generations: A History of Physics in the Twentieth Century	HistP
Krämer	Symbolische Maschinen	HistCS
Krantz	Function theory of several complex variables	M
Krantz	A panorama of harmonic analysis	M	C
Krantz	Explorations in harmonic analysis	M	C
Krantz	Complex analysis: The geometric viewpoint	M	C
Krantz; Parks	The geometry of domains in space	M	C
Krantz; Parks	Geometric integration theory	M
Krantz; Parks	A primer of real analytic functions	M	C
Krantz; Parks	The implicit function theorem	M	C
Krätzel	Lattice points	M	C
Krätzel	Analytische Funktionen in der Zahlentheorie	M
Krätzel	Zahlentheorie	M
Kraus	States, effects and operations	TP	C
Kreck	Differential algebraic topology	M
Kreck; Lück	The Novikov conjecture	M
Kriz; May	Operads, algebras, modules and motives	M
Krömer	Tool and object. A history and philosophy of category theory	HistM
Kubilius	Probabilistic methods in the theory of numbers	M	C
Kuga	Galois' dream. Group theory and differential equations	M
Kugo; Ojima	Local covariant operator formalism of non-abelian gauge theories and quark confinement problem	TP	C
Kuipers; Niederreiter	Uniform distribution of sequences	M	C
Kulkarni; Limaye	Real function algebras	M
Kultze	Garbentheorie	M
Kunen	The foundations of mathematics	M
Kunen	Set theory	M
Kunz	Einführung in die kommutative Algebra und algebraische Geometrie	M
Kuratowski	Topology I+II	M
Kuratowski	Introduction to calculus	M
Kurosch	Gruppentheorie I+II	M
Kurosch  (Kuroš)	Vorlesungen über allgemeine Algebra	M
Kurzweil	Nichtabsolut konvergente Integrale	M
Kutschera	Elementare Logik	M
Kyprianou	Introductory lectures on fluctuations of Levy processes with applications	M
Ladyzhenskaya	Attractors for semigroups and evolution equations	M	C
Lakatos	Proofs and refutations	Phil M
Lakoff; Lunez	Where mathematics comes from	Phil M
Lam	A first course in noncommutative rings	M
Lamotke	Semisimpliziale algebraische Topologie	M	C
Lamperti	Probability. A survey of the mathematical theory	M	C
Lance	Hilbert C*-modules. A toolkit for operator algebraists	M	C
Landau, E.	Handbuch über die Verteilung der Primzahlen	M
Landau, E.	Einführung in die Differentialrechnung und Integralrechnung	M
Landau, E.	Grundlagen der Analysis	M
Landau, E.	Vorlesungen über Zahlentheorie I. Aus der elementarenen und additiven Zahlentheorie	M
Landau, E.	Vorlesungen über Zahlentheorie II. Aus der analytischen und geometrischen Zahlentheorie	M
Landau, E.	Vorlesungen über Zahlentheorie III. Aus der algebraischen Zahlentheorie und über die Fernatsche Vermutung	M
Landau, E.	Ausgewählte Abhandlungen zur Gitterpunkttheorie	M	C
Landau, L.D.; Lifschitz	Theoretische Physik I-X	TP
Lando; Zvonkin	Graphs on surfaces and their applications	M	C
Landsman	Mathematical topics between classical and quantum mechanics	MP
Lang	Analysis I	M
Lang	Math talks for undergraduates	M	C
Lang	Abelian varieties	M	C
Lang	Undergraduate algebra	M
Lang	Algebra	M
Lang	Algebraic number theory	M
Lang	Complex multiplication	M	C
Lang	Linear algebra	M
Lang	Fundamentals of diophantine geometry	M
Lang	Survey of diophantine geometry	M
Lang	SL(2,R)	M	C
Lang; Cherry	Topics in Nevanlinna theory	M	C
Langer	Fourier's series. The genesis and evolution of a theory	HistM	C
Laugwitz	Bernhard Riemann 1826-1866. Turning points in the conception of mathematics	HistM
Laugwitz	Differentialgeometrie	M	C
Laugwitz	Zahlen und Kontinuum	M
Laumon	Cohomology of Drinfeld modular varieties II	M
Laures; Szymik	Grundkurs Topologie	M	C
Lauwerier	Asymptotic analysis	M
Lawler	Intersections of random walks	M	C
Lawler	Random walk and the heat equation	M
Lawler	Introduction to stochastic processes	M	C
Lawler	Conformally invariant processes in the plane	M
Lawler; Coyle	Lectures on contemporary probability	M	C
Lawler; Limic	Random walk: A modern introduction	M	C
Lawson	Lectures on minimal submanifolds. Vol. 1	M
Lawson; Mickelsohn	Spin geometry	M
Lawvere; Schanuel	Conceptual mathematics	M
Lax	Functional analysis	M
Lax	Hyperbolic partial differential equations	M
Lax; Zalcman	Complex proofs of real theorems	M
Lay	Convex sets and their applications	M
Ledoux	The concentration of measure phenomenon	M	C
Lee	Riemannian manifolds	M
Lefschetz	Algebraic geometry	M
Lefschetz	Introduction to topology (1949)	M
Lefschetz	Topology	M
Lehner	A short course in automorphic functions	M
Lehner	Discontinuous groups and automorphic functions	M
Leinster	Higher operads, higher categories	M
Lekkerkerker	Geometry of numbers	M
Lenz	Grundlagen der Elementarmathematik	M
Lepowsky; Mandelstam; Singer (eds.)	Vertex operator algebras in mathematics and physics	M	C
Leveque	Topics in number theory	M
Levy	Basic set theory	M
Levine	Mixed motives	M	C
Lewin	An interactive introduction to mathematical analysis	M
Lichtenberg; Lieberman	Regular and stochastic motion	MP	C
Lickorish	An introduction to knot theory	M
Lieb	The stability of matter. From atoms to stars (Selecta)	MP
Lieb; Loss	Analysis	M
Lieb; Seiringer	The stability of matter in quantum mechanics	MP
Lieb; Seiringer; Solovej; Yngvason	The mathematics of the Bose gas and its condensation	MP
Lietzmann	Wo steckt der Fehler?	M
Lightstone; Robinson	Non-Archimedian fields and asymptotic expansions	M
Lipschutz	General topology (Schaum's outlines)	M
Lipton	The P=NP question and Gödel's letter	CS	C
Liu, Q.	Algebraic geometry and arithmetic curves	M
Livingston	Knot theory	M	C
Livio, Mario	Is god a mathematician?	Pop
Lluis-Puebla; Loday; Gillet; Soulé; Snaith	Higher algebraic K-theory. An overview	M
Loday	Cyclic homology	M
Loève	Probability theory	M
Lolli	Filosofia della matematica	Phil M
Lolli	Sotto il segno di Gödel	Phil M
Lolli	Il riso di talete	Pop
Lolli	La crisalide e la farfalla	Pop
Loomis	Abstract harmonic analysis	M
Lopuszanski	An introduction to symmetry and supersymmetry in quantum field theory	MP
Lorenz	Algebra I. Fields and Galois theory	M
Lorenz	Algebra II	M
Lorenzen	Formale Logik	M
Lu, Y.C.	Singularity theory and an introduction to catastrophe theory	M
Lubotzky; Magid	Varieties of representations of finitely generated groups	M
Lucha; Schöberl	Die starke Wechselwirkung	TP
Lück	A basic introduction to surgery theory	M	C
Lück	L²-Invariants. Theory and applications to geometry and K-theory  (partial)	M	C
Lurie	Higher topos theory	M
Lüst; Theisen	Lectures on string theory	TP
Lutz; Gose	Nonstandard analysis	M
Lützen	The prehistory of the theory of distributions	HistM	C
Lyndon; Schupp	Combinatorial group theory	M
Maak	Fastperiodische Funktionen	M
Mac Lane	A mathematical autobiography	HistM
Mac Lane	Categories for the working mathematician	M
Mac Lane	Homology	M
Mac Lane	Mathematics. Form and function	Phil M	C
Mac Lane; Moerdijk	Sheaves in geometry and logic	M
Maccallum, Mikhailov (eds.)	Algebraic theory of differential equations	M	C
Machover	Set theory, logic and their limitations	M
MacKay, R.S.	Renormalisation in area-preserving maps	M	C
Mackey	Harmonic analysis as the exploitation of symmetry - A historical survey (Bull AMS)	M
Mackey	Induced representations of groups and quantum mechanics	M	C
Mackey	Unitary group representations in physics, probability and number theory	M	C
Mackey	Mathematical foundations of quantum mechanics	MP
Macrae	John von Neumann	HistM
Madsen; Milgram	The classifying spaces for surgery and cobordism manifolds	M
Maeda	Kontinuierliche Geometrie	M
Maggi	Sets of finite perimeter and geometric variational problems. An introduction to geometric measure theory	M
Magid	Lectures on differential Galois theory	M
Magid	The separable Galois theory of commutative rings	M	C
Magnus; Karras; Solitar	Combinatorial group theory	M
Malgrange	Équations différentielles à coefficients polynomiaux	M	C
Malgrange	Ideals of differentiable functions	M	C
Malgrange; Schwartz; Bony; Sabbah	Distributions dans le sillage de Laurent Schwartz	M
Malle; Matzat	Inverse Galois theory (w/o chapters IV, V)	M	C
Maltsiniotis	La théorie de l´homotopie de Grothendieck	M
Mandelbaum	4-Dimensional topology: An introduction  (Bull. AMS)	M	C
Mandelbrot	Die fraktale Geometrie der Natur	M
Manes	Algebraic theories	M
Manheim	The genesis of point set topology	HistM
Manin	Frobenius manifolds, quantum cohomology and moduli spaces	M
Manin	Gauge field theory and complex geometry	M	C
Manin; Panchishkin	Introduction to modern number theory	M	C
Manoukian	Renormalization	TP	C
Manturov	Knot theory	M	C
Maor	e: The story of a number	HistM
Marcolli	Arithmetic noncommutative geometry	M
Margulis	Discrete subgroups of semisimple Lie groups	M	C
Marker	Model theory. An introduction	M
Markl; Shnider; Stasheff	Operads in algebra, topology and physics	M
Markusevic	Elementi di teoria delle funzioni analitiche	M
Markuschwitsch	Skizzen zur Geschichte der analytischen Funktionen	HistM	C
Marquis	From a geometrical point of view. A study of the history and philosophy of category theory	HistM	C
Marsden; Ratiu	Einführung in die Mechanik und Symmetrie	MP
Marsden; Tromba	Vector calculus	M
Martin-Löf	Statistical mechanics and the foundations of thermodynamics	MP
Martin, Stuart	Schur algebras and representation theory	M	C
Masani	Norbert Wiener	HistM
Maskit	Kleinian groups	M
Maslov; Fedoriuk	Semi-classical approximation in quantum mechanics	MP	C
Massey	A basic course in algebraic topology	M	C
Massey	Homology and cohomology theory. An approach based on Alexander-Spanier cochains	M	C
Mastropietro	Non-perturbative renormalization	MP	C
Matousek	Geometric discrepancy. An illustrated guide	M	C
Matousek	Using the Borsuk-Ulam theorem	M	C
Matousek; Gärtner	Understanding and using linear programming	M	C
Mattila	Geometry of sets and measures in euclidean spaces. Fractals and rectifiability	M	C
Maunder	Algebraic topology	M
Maxwell	Theory of heat	TP
May	A concise course in algebraic topology	M
May	Simplicial objects in algebraic topology	M
May	The geometry of iterated loop spaces	M
May	E∞ ring spaces and E∞ ring spectra	M
May; Ponto	More concise algebraic topology. Localization, completion, and model categories	M
Mayer-Kuckuk	Atomphysik	TP
Mayer-Kuckuk	Kernphysik	TP
Mayrhofer	Inhalt und Mass	M
Mazur; Stein	Prime Numbers and the Riemann Hypothesis	M	C
Mazzucchi	Mathematical Feynman path integrals and their applications	MP	C
McComb	Renormalization methods. A guide for beginners	TP	C
McCoy, B.; Wu, T.T.	The two-dimensional Ising model	TP	C
McDuff; Salamon	Introduction to symplectic topology	M	C
McKean	Probability. The classical limit theorems	M
McMullen	Riemann surfaces, dynamics and geometry	M	C
McShane	A Riemann-type integral that includes Lebesgue-Stieltjes, Bochner and stochastic integrals	M
Mebkhout	Systèmes différentielles. Le formalisme des six opérations de Grothendieck pour …	M
Medvedev	Scenes from the history of real functions	M	C
Mehta	Random matrices	M
Meier, John	Groups, graphs and trees	M
Meinel; Neugebauer; Steudel	Solitonen	M
Meister	Integral-Transformationen mit Anwendungen auf Probleme der mathematischen Physik	M	C
Meschkowski	Denkweisen großer Mathematiker	Pop
Meschkowski	Lust an der Erkenntnis: Moderne Mathematik	Pop
Messiah	Quantenmechanik 1+2	TP
Métivier	Para-differential operators and applications to the Cauchy problem for nonlinear systems	M	C
Metropolis; Howlett; Rota (eds.)	A history of computing in the twentieth century	HistCS
Meyer	Probability and potentials	M
Meyer, K.R.; Hall; Offin	Introduction to hamiltonian dynamical systems and the N-body problem	MP
Meyer, Y.	Algebraic numbers and harmonic analysis	M
Meyer, Y.	Nombres de Pisot, nombres de Salem et analyse harmonique	M	C
Meyer, Y.	Les ondelettes. Algorithmes et applications	M
Meyer, Y.	Wavelets and operators	M
Meyer, Y.; Coifman	Wavelets. Calderon-Zygmund and multilinear operators	M
Mikhailov; Inder Bir S. Passi	Lower central and dimension series of groups	M	C
Mikusinski; Sikorski	Théorie élémentaire des distributions	M
Miller (Willard)	Lie theory and special functions	M
Miller; Takloo-Bighash	An invitation to modern number theory	M
Milne	Lectures on étale cohomology	M	C
Milne	Étale cohomology	M	C
Milnor	An introduction to algebraic K-theory	M	C
Milnor	Lectures on the h-cobordism theorem	M	C
Milnor	Morse theory	M
Milnor	Singular points of complex hypersurfaces	M
Milnor	Topology from the differential viewpoint	M
Milnor	Dynamics in one complex variable	M	C
Milnor; Husemoller	Symmetric bilinear forms	M	C
Milnor; Stasheff	Characteristic classes	M
Mines; Richman; Ruitenburg	A course in constructive algebra	M
Minlos	Introduction to mathematical statistical physics	MP	C
Miranda	Algebraic curves and Riemann surfaces	M
Mislin; Valette	Proper group actions and the Baum-Connes conjecture	M
Misner; Thorne; Wheeler	Gravitation	MP
Mitchell	Theory of categories	M
Mitrinovic	Functions of a complex variable	M
Mitrinovic	Elementary inequalities	M
Mitrinovic	Analytic inequalities	M
Moerdijk; Mrcun	Introduction to foliations and Lie groupoids	M
Moerdijk; van Oosten	Sets, models and proofs	M
Moerdijk; Reyes	Models of smooth infinitesimal analysis	M	C
Moerdijk; Toën	Simplicial models for operads and algebraic geometry	M
Mohar; Thomassen	Graphs on surfaces	M	C
Moise	Geometric topology in dimensions 2 and 3	M
Møller	Relativitätstheorie	TP
Monastyrsky	Modern mathematics in the light of the Fields medals	Pop
Monna	Dirichlet's principle. A mathematical comedy of errors and its influence on the development of analysis	M	C
Monna	Functional analysis in historical perspective	M
Montgomery, D.; Zippin	Topological transformation groups	M
Montgomery, H.L.	Ten lectures on the interface between analytic number theory and harmonic analysis	M
Montgomery, H.L.; Vaughan	Multiplicative number theory I. Classical theory	M
Montgomery, S.	Hopf algebras and their actions onrings	M
Moore, C.; Mertens, S.	The nature of computation	CS
Moore, Gregory H.	Zermelo's axiom of choice	HistM
Moore, John D.	Lectures on Seiberg-Witten invariants	M	C
Morandi	Field and Galois theory	M
Moreno	Algebraic curves over finite fields	M
Moreno	Advanced analytic number theory: L-functions	M
Morgan, Frank	Geometric measure theory. A beginner's guide. 3rd ed.	M	C
Morgan, John W.	The Seiberg-Witten equations and applications to the topology of smooth four-manifolds	M
Morgan, John W.; Fong	Ricci flow and geometrization of 3-manifolds	M
Morishita	Knots and Primes: An Introduction to Arithmetic Topology	M
Morris	Introduction to game theory	M
Morris, S.	Pontryagin duality and the structure of locally compact abelian groups	M
Morse, M.	Global variational analysis	M
Moser	Selected chapters in the calculus of variations	M	C
Moser	Notes on dynamical systems	MP
Moser	Stable random motions in dynamical systems	MP
Mosher; Tangora	Cohomology operations and applications in homotopy theory	M
Mostow	Strong rigidity of locally symmetric spaces	M	C
Moszynska	Selected topics in convex geometry	M
Motohashi	Sieve methods and prime number theory	M	C
Mozzochi	On the pointwise convergence of Fourier series	M	C
Mujica	Complex analysis in Banach spaces	M
Müller, Tom	Irrationalitätsbeweise	M
Müller, Reto	Differential Harnack inequalities and the Ricci flow	M
Mumford	Curves and their jacobians	M
Mumford	Abelian varieties	M
Mumford	Algebraic geometry I. Complex projective varieties	M
Mumford	The red book of varieties and schemes	M
Munkres	Elementary differential topology	M
Munkres	Topology. 2nd edn.	M
Munkres	Elements of algebraic topology	M
Murasugi	Knot theory & its applications	M
Murnaghan	The theory of group representations	M
Murphy	C*-Algebras and operator theory	M
Murty	Introduction to abelian varieties	M	C
Murty, M.Ram; Murty. V.Kumar	Non-vanishing of L-functions and applications	M	C
Muscalu; Schlag	Classical and multilinear harmonic analysis. Vol. 1	M
Muscalu; Schlag	Classical and multilinear harmonic analysis. Vol. 2	M
Naaijkens	Quantum spin systems on infinite lattices	MP
Naber	Topological methods in euclidean spaces	M
Nachtmann	Phänomene und Konzepte der Elementarteilchenphysik	TP
Nadler	Continuum theory. An introduction	M	C
Nagata	Modern dimension theory	M
Nagel; Newman	Gödel's proof	Phil M
Naimpally; Peters	Topology with applications. Topological spaces via near and far	M	C
Naimpally; Warrack	Proximity spaces	M	C
Nakagami; Takesaki	Duality for crossed products of von Neumann algebras	M	C
Nakahara	Geometry, topology and physics	M
Nakanishi	Graph theory and Feynman integrals	TP	C
Nanxian	Möbius inversion in physis	TP	C
Narasimhan	Analysis on real and complex manifolds	M	C
Narasimhan	Compact Riemann surfaces	M
Narkiewicz	Rational number theory in the 20th century	M
Narkiewicz	The development of prime number theory. From Euclid to Hardy and Littlewood	M	C
Nasar, S.	Il genio dei numeri. Storia di John Nash, matematico e folle	HistM
Nathanson	Additive number theory. The classical bases	M	C
Neeman	Triangulated categories	M
Nef	Lehrbuch der linearen Algebra	M
Neisendorfer	Algebraic methods in unstable homotopy theory	M	C
Nelson	Dynamical theories of Brownian motion	TP
Nelson	Quantum fluctuations	TP	C
Neshveyev; Tuset	Compact quantum groups and their representation categories (preprint)	M	C
Neukirch	Algebraische Zahlentheorie	M
Neukirch; Schmidt; Wingberg	Cohomology of number fields	M
Neumark	Normierte Algebren	M
Newman, D.J.	Analytic number theory	M	C
Nevanlinna, F.	Einführung in die Algebra und die Theorie der algebraischen Gleichungen	M
Nica; Speicher	Lectures on the combinatorics of free probability	M
Nicolaescu	Lectures on the geometry of manifolds	M	C
Nicolaescu	An invitation to Morse theory	M
Nielsen; Chuang	Quantum computation and quantum information	TP/CS
Niemann	Some generalized Kac-Moody algebras with known root multiplicities	M
Nirenberg	Topics in nonlinear functional analysis	M
Niven	Diophantine approximations	M
Niven; Zuckerman; Montgomery	An introduction to the theory of numbers	M
Nørlund	Vorlesungen über Differenzenrechnung	M	C
Novikov	Introduction à la logique mathématique
Novikov	Solitons and geometry	M	C
Novikov	Topology I. General survey	M	C
Novikov; Manakov; Pitaevskii; Zakharov	Theory of solitons. The inverse scattering method	TP	C
Nowak; Yu	Large scale geometry	M
Oda	Convex bodies and algebraic geometry. An introduction to the theory of toric varieties	M	C
Odifreddi	Il diavolo in cattedrea. La logica da Aristotele a Gödel	Phil M
Odifreddi	La matematica del novecento	Pop
Odlyzko	Asymptotic enumeration methods (unpubl. Notes)	M	C
Ogg	Modular forms and Dirichlet series	M	C
Ohshika	Discrete groups	M
Ohtsuki	Quantum invariants	M
Ohya; Petz	Quantum entropy and its use	MP
Oksendal	Stochastic differential equations	M
Olevskii	Fourier series with respect to general orthogonal systems	M
Oliver	Whitehead groups of finite groups	M
Ore	Number theory and its history	HistM
Osborne	Basic homological algebra	M
Osborne; Rubinstein	A course in game theory	M
Osgood	Funktionentheorie 1+2	M
Ossa	Topologie. 2. Aufl.	M
Ostrowski	Vorlesungen über Differential- und Integralrechnung. Bd. 1+2	M
Ottesen	Infinite dimensional groups and algebras in quantum physics	M	C
Overholt	A course in analytic number theory	M	C
Oxtoby	Maß und Kategorie	M	C
Palais	Seminar on the Atiyah-Singer index theorem	M	C
Paley; Wiener	Fourier transforms in the complex domain	M	C
Papadimitriou	Computational complexity	CS	C
Papadimitriou; Steiglitz	Combinatorial optimization	CS
Parthasarthy	Selection theorems and their applications	M
Patterson (E.M.)	Topology	M
Paterson	Amenability	M	C
Patterson (S.J.)	The theory of the Riemann zeta-function	M
Pears	Dimension theory of general spaces	M	C
Pedersen	Analysis NOW	M
Pedersen	C*-Algebras and their automorphism groups	M	C
Peierls	More surprises in theoretical physics	TP
Peierls	Surprises in theoretical physics	TP
Peitgen; Richter	The beauty of fractals	M
Pemantle; Wilson	Analytic combinatorics in several variables	M	C
Penrose	The road to reality	M
Penrose	Techniques of differential topology in relativity	MP
Perelomov	Generalized coherent states and their applications	MP	C
Peterfalvi	Character theory for the odd order theorem (Part I only)	M	C
Petersen	Brownian motion, Hardy spaces and bounded mean oscillation	M	C
Peterson, Ivars	Newton's clock. Chaos in the solar system	Pop
Petkovsek; Wilf; Zeilberger	A=B	M
Pflaum	Analytic and geometric study of stratified spaces	M	C
Pfluger	Theorie der Riemannschen Flächen	M
Pham	Introduction a l’étude topologique des singularités de Landau	M
Pham	Singularites des systemes differentiels de Gauss-Manin	M
Pham	Singularities of integrals. Homology hyperfunctions and microlocal analysis	M	C
Pickover	The Mαth βook	Pop
Pier, J.-P.	Mathematical analysis during the 20th century	HistM	C
Pietsch	Nuclear locally convex spaces	M	C
Piguet	Renormalisation en théorie quantique des champs	TP	C
Piguet; Rouet	Symmetries in perturbative quantum field theory	TP
Piguet; Sibold	Renormalized supersymmetry	TP	C
Piguet; Sorella	Algebraic renormalization	TP
Pilyugin	Introduction to structurally stable systems of differential equations	M
Pinsky	Introduction to Fourier analysis and wavelets. (Only Chapter 6)	M	C
Pitici (ed.)	The best writing on mathematics. 2010, 2011, 2012, 2013, 2014	Pop
Pohst	Computational algebraic number theory	M
Poincaré	Œuvres. Tome VI: Géometrie, Analysis situs (topologie)	M
Poincaré	La science et l'hypothèse	Phil M
Pollack, Paul	Not always buried deep. A second course in elementary number theory	M
Pollicott	Lectures on ergodic theory and Pesin theory on compact manifolds	M
Pollicott; Yuri	Dynamic systems and ergodic theory	M
Polya	How to solve it	Pop
Pont, J.-C.	La topologie algébrique. Des origines à Poincaré	HistM
Pontryagin	Topologische Gruppen I+II	M
Popa	Classification of subfactors and their endomorphisms	M
Popov	Functional integrals in quantum field theory and statistical physics	TP	C
Postnikov, A.G.	Introduction to analytic number theory	M	C
Poston; Stewart	Catastrophe theory and its applications	M
Poston; Stewart	Taylor expansions and catastrophes	M
Potthoff	Modelltheorie und ihre Anwendungen	M
Poundstone	Prisoner's dilemma.John von Neumann, game theory, and the puzzle of the bomb	HistM
Pour-El; Richards	Computability in analysis and physics	CS	C
Prachar	Primzahlverteilung	M	C
Pracht	Algebra der Verbände	M
Prasolov	Elements of combinatorial and differential topology	M
Prasolov	Elements of homology theory	M
Prasolov	Intuitive topology	M
Prasolov; Sossinsky	Knots, links, braids and 3-manifolds	M
Pressley; Segal	Loop groups	M
Price	Lie groups and compact groups	M	C
Procesi	Rings with polynomial identities	M
Procesi	Lie groups. An approach through invariants and representations	M
Protter; Weinberger	Maximum principles in differential equations	M	C
Quarteroni; Sacco; Saleri	Matematica numerica	M
Queffelec, H.&M.	Diophantine approximation and Dirichlet series	M	C
Quillen	Homotopical algebra	M	C
Quine	Methods of logic	M
Quine	Set theory and its logic	M
Rademacher	Lectures on elementary number theory	M	C
Rademacher	Topics in analytic number theory	M	C
Rademacher	Higher mathematics from an elementary point of view	M	C
Raeburn	Graph algebras	M	C
Raeburn; Williams	Morita equivalence and continuous trace C*-algebras	M
Raghunathan	Discrete subgroups of Lie groups	M	C
Raginsky; Sason	Concentration of measure inequalities in information theory, communications and coding	M	C
Raikov	Vector spaces	M
Ramachandra	Lectures on the mean-value and Omega-theorems for the Riemann zeta function	M	C
Ramakrishnan; Valenza	Fourier analysis of number fields	M
Ramare; Ramana	Arithmetical aspects of the large sieve inequality	M
Range	Holomorphic functions and integral representations in several complex variables	M
Ranicki (ed.); Casson; Sullivan; Rourke et al.	The Hauptvermutung book	M	C
Rassoul-Agha; Seppäläinen	A course on large deviations with an introduction to Gibbs measures	M	C
Ravenel	Complex cobordism and stable homotopy	M
Ravenel	Nilpotence and periodicity in stable homotopy theory	M
Reed; Simon	Fourier analysis, Selfadjointness	M
Reed; Simon	Functional analysis	M
Reed; Simon	Analysis of operators	MP
Reed; Simon	Scattering theory	MP
Rehbock	Darstellende Geometrie	M
Reid, C.	Hilbert	HistM
Reid, M.	Undergraduate algebraic geometry	M
Reid, M.	Undergraduate commutative algebra	M
Reidemeister	Knotentheorie	M	C
Reiffen; Scheja; Vetter	Algebra	M
Reischuk	Einführung in die Komplexitätstheorie	CS
Remmert	Funktionentheorie I. 1. Aufl.	M
Remmert; Schumacher	Funktionentheorie II. 3e Aufl.	M
Renault	A groupoid approach to C*-algebras	M	C
Renyi	Dialogues on mathematics	Phil M
Reutenauer	Free Lie algebras	M	C
Reyna, de	Pointwise convergence of Fourier series	M	C
Ribenboim	13 Lectures on Fermat's last theorem	M	C
Richardson	An introduction to the calculus of finite differences	M
Richeson	Euler's gem	HistM
Rickart	General theory of Banach algebras	M	C
Riehl	Category theory in context	M
Riemann	Gesammelte Werke	M
Riesz; Nagy	Functional analysis	M
Ringrose	Compact non-selfadjoint operators	M
Riordan	An introduction to combinatorial analysis	M
Riordan	Combinatorial identities	M	C
Ritore; Sinestrari	Mean curvature flow and isoperimetric inequalities	M	C
Ritt	Differential algebra	M	C
Ritt	Integration in finite terms. Liouville's theory of elementary methods	M	C
Rivasseau	From perturbative to constructive renormalization	MP
Rodin	The Riemann boundary problem on Riemann surfaces	M
Roe	Elliptic operators, topology and asymptotic methods	M	C
Roe	Index theory, coarse geometry, and topology of manifolds	M	C
Roe	Lectures on coarse geometry	M
Roepstorff	Pfadintegrale in der Quantenphysik	MP
Rogers	Hausdorff measures	M
Rohrlich	Classical charged particles. Foundations of their theory	TP	C
Rolfsen	Knots and links	M	C
Roman	The umbral calculus	M
Ronan	Lectures on buildings. (Revised)	M
Ronan	Symmetry and the monster	Pop
Rørdam; Larsen; Laustsen	An introduction to K-theory for C*-algebras	M
Rosen	Number theory in function fields	M
Rosenberg	Algebraic K-theory and its applications	M
Rossmann	Lie groups. An introduction via matrix groups	M
Rota; Klain	Introduction to geometric combinatorics	M
Rota; Kung; Yan	Probabilità	M
Rota; Kung; Yan	Combinatorics. The Rota way	M
Rotman	An introduction to the theory of groups	M
Rourke; Sanderson	Introduction to piecewise-linear topology	M	C
Royer	An initiation to logarithmic Sobolev inequalities	M	C
Ru, Min	Nevanlinna theory and its relation to diophantine approximation	M	C
Rubin	Set theory for the mathematician	M
Rudich; Wigderson (eds.)	Computational complexity theory	CS
Rudin, M.E.	Lectures on set theoretic topology	M	C
Rudin, W.	Fourier analysis on groups	M
Rudin, W.	Functional analysis	M
Rudin, W.	Principles of mathematical analysis	M
Rudin, W.	Real and complex analysis	M
Rudyak	On Thom spectra, orientability and cobordism	M
Ruelle	Dynamical zeta functions for piecewise monotone maps of the interval	M	C
Ruelle	Elements of differentiable dynamics and bifurcation theory	M	C
Ruelle	Chaotic evolution and strange attractors	MP
Ruelle	Statistical Mechanics. Rigorous results	MP
Ruelle	Thermodynamic formalism	MP
Ruelle	The mathematician's brain	Phil M
Ruelle	Zufall und Chaos	Pop
Runde	A taste of topology	M
Ruskai; Beylkin; Coifman; Daubechies; Mallat; Meyer,…	Wavelets and their applications	M
Russel	Einführung in die mathematische Philosophie	Phil M
Rüssmann	Konvergente Reihenentwicklungen in der Störungstheorie der Himmelsmechanik	M	C
Saavedra Rivano	Catégories tannakiennes	M
Sabbagh	Dr. Riemann's zeros	Pop
Sachs; Wu	General relativity for mathematicians	MP
Sagan, B.E.	The symmetric group. Representations, combinatorial algorithms, and symmetric functions	M
Sagan, H.	Space-filling curves	M	C
Sakai	C*-algebras and W*-algebras	M	C
Saks; Zygmund	Analytic functions	M
Salamon	Measure and integration	M
Salem	Algebraic numbers and Fourier analysis	M	C
Salmhofer	Renormalization	MP
Salomaa	Formal languages	CS
Sansone; Gerretsen	Lectures on the theory of functions of a complex variable 1+2	M
Sarnak	Some applications of modular forms	M	C
Satake	Linear algebra	M
Sattinger; Weaver	Lie groups and algebras with applications to physics, geometry, and mechanics	M
Saveliev	Invariants for homology 3-spheres	M	C
Scarf	The computation of economic equilibria	M	C
Scharf	Finite quantum electrodynamics	TP	C
Scharlau	Wer ist Alexander Grothendieck? I: Anarchie	HistM
Scharlau	Wer ist Alexander Grothendieck? III: Spiritualität	HistM
Scharlau; Opolka	From Fermat to Minkowski. Lectures on the theory of numbers and its historical development	HistM	C
Schatzman	Numerical analysis	M
Schikhof	Ultrametric calculus. An introduction to p-adic analysis	M
Schlichenmaier	An introduction to Riemann surfaces, algebraic curves and moduli spaces	M	C
Schmidt, Wolfgang M.	Equations over finite fields. An elementary approach	M	C
Schmidt, Wolfgang M.	Diophantine approximation	M	C
Schneider	Nonarchimedian functional analysis	M
Schneier, B.	Applied cryptography	CS
Schnorr	Zufälligkeit und Wahrscheinlichkeit	CS	C
Schoeneberg	Elliptic modular functions. An introduction	M	C
Scholz, E. (ed.)	Hermann Weyl's Raum-Zeit-Materie  and a general introduction to his scientific work	HistM
Schöning	Perlen der theoretischen Informatik	CS
Schöning	Logik für Informatiker	M
Schottenloher	A mathematical introduction to conformal field theory	MP	C
Schroeder	Number theory in science and communications	M	C
Schroeder	Fractals, chaos, power laws. Minutes from an infinite paradise	M
Schubert	Kategorien I+II	M
Schulz	Codierungstheorie	M
Schuster	Deterministic chaos. An introduction	TP	C
Schwartz, L.	Mathematische Methoden der Physik I	M	C
Schwartz, L.	Theorie des distributions	M
Schwarz, M.	Morse homology	M	C
Schwarz, W.	Einführung in die Methoden und Ergebnisse der Primzahltheorie	M
Schwarz, W.; Spilker	Arithmetical functions	M	C
Schwinger (ed.)	Selected papers on quantum electrodynamics	TP
Scriba; Schreiber	5000 Jahre Geometrie	HistM
Segal, I.E.	Mathematical problems of relativistic physics	MP
Segal, I.E.; Kunze	Integrals and operators	M
Seidel	Fukaya categories and Picard-Lefschetz theory	M
Seifert; Threlfall	Lehrbuch der Topologie	M
Seiler	Gauge theories as a problem of constructive quantum field theory and statistical mechanics	MP
Selick	Introduction to homotopy theory	M
Serre	Abelian l-adic representations and elliptic curves	M	C
Serre	Corps locaux	M
Serre	Cours d'arithmetique	M
Serre	Galois cohomology	M
Serre	Groupes algébriques et corps des classes	M
Serre	Lie algebras and Lie groups	M
Serre	Algèbres de Lie semi-simples complexes	M
Serre	Representations lineaires des groupes finis	M
Serre	Topics in Galois theory	M
Serre	Trees	M
Sewell	Quantum mechanics and its emergent macrophysics	MP
Sewell	Quantum theory of collective phenomena	MP
Sexl; R.&H.	Weiße Zwerge, schwarze Löcher	Pop
Sexl; Schmidt	Raum-Zeit-Relativität	Pop
Sexl; Urbantke	Relativität, Gruppen, Teilchen	TP	C
Shafarevich	Basic algebraic geometry I+II	M
Shafarevich	Algebraische Flächen	M
Shanahan	The Atiyah-Singer index theorem	M
Shannon; McCarthy (eds.)	Automata studies	CS	C
Shannon; Weaver	The mathematical theory of communication	CS
Shapiro, H.N.	Introduction to the theory of numbers	M
Shapiro, S.	The Oxford handbook of philosophy of mathematics and logic	Phil M
Shapiro, S.	Thinking about mathematics. The philosophy of mathematics	Phil M
Sheffield; Spencer (eds.)	Statistical mechanics	MP
Sheil-Small	Complex polynomials (only chaps. 1-4)	M	C
Shimiyu; Ueno	Advances in moduli theory	M
Shimura	Introduction to the arithmetic theory of automorphic functions	M
Shnider; Sternberg	Quantum groups. From coalgebras to Drinfeld algebras	M
Shubin	Pseudodifferential operators and spectral theory	M	C
Shurman	Geometry of the quintic	M	C
Sibuya	Global theory of a second order linear ordinary differential equation with a polynomial coefficient	M
Sigmund; Dawson; Mühlberger	Kurt Gödel. Das Album / The Album	M
Siegel	Topics in complex function theory 1-3	M
Siegel	Advanced analytic number theory	M	C
Siegel	Gesammelte Werke Bände 1-3	M
Siegel; Moser	Lectures on celestial mechanics. 2nd ed.	MP	C
Sierpinski	Hypothèse du continu	M
Sierpinski	Cardinal and ordinal numbers	M
Sierpinski	Elementary theory of numbers	M
Sikorski	Boolean algebras. 3rd.ed.	M
Silverman	Advanced topics in the arithmetic of elliptic curves	M
Silverman	The arithmetic of elliptic curves	M
Silverman; Tate	Rational points on elliptic curves	M
Simon	Representations of finite and compact groups	M
Simon	Trace ideals and their applications	M
Simon	Loewner’s theorem on monotone matrix functions	M
Simon	Convexity: An analytic viewpoint	M
Simon	A comprehensive course in analysis 1. Real analysis	M
Simon	A comprehensive course in analysis 2A. Basic complex analysis	M
Simon	A comprehensive course in analysis 2B. Advanced complex analysis	M
Simon	A comprehensive course in analysis 3. Harmonic analysis	M
Simon	A comprehensive course in analysis 4. Operator theory	M
Simon	Functional integration and quantum physics	MP
Simon	Quantum mechanics for hamiltonians defined as quadratic forms	MP	C
Simon	The P(Φ)2 euclidean (Quantum) field theory	MP	C
Simon	The statistical mechanics of lattice gases I	MP
Simonyi	Theoretische Elektrotechnik	TP
Sinai	Probability theory	M
Sinai	Topics in ergodic theory	M	C
Sinai	Introduction to ergodic theory	MP	C
Sinai	Theory of phase transitions. Rigorous results	MP
Sinai (ed.)	Dynamical systems II. Ergodic theory with applications to dynamical systems and statistical mechanics	M	C
Singer, I.M., Thorpe	Lecture notes on elementary topology and geometry	M
Singh	Fermat's last theorem	Pop
Sipser	Introduction to the theory of computation	CS	C
Smirnov, F.A.	Form factors in completely integrable models of quantum field theory	TP	C
Smirnov, V.A.	Simplicial and operad methods in algebraic topology	M
Smirnow	Lehrbuch der höheren Mathematik. 6 Teile	M
Smullyan; Fitting	Set theory and the continuum problem	M
Sniatycki	Geometric quantization and quantum mechanics	MP	C
Sogge	Fourier integrals in classical analysis	M	C
Solovyov; Troitsky	C*-Algebras and elliptic operators in differential topology	M
Sommerfeld	Theoretische Physik II. Mechanik der deformierbaren Medien	TP
Sommerfeld	Theoretische Physik IV. Optik	TP
Sommerfeld	Theoretische Physik VI. Partielle Differentialgleichungen der Physik	TP
Sonar	3000 Jahre Analysis	HistM
Sossinsky	Geometries	M
Sossinsky	Knots	M
Soulé	Lectures on Arakelov geometry	M
Souriau	Structure des systèmes dynamiques	MP
Spanier	Algebraic topology	M
Specht	Elementare Beweise der Primzahlsätze	M	C
Speer, E.R.	Generalized Feynman amplitudes	TP	C
Spencer, Joel; L. Florescu	Asymptopia	M
Spiegel	Schaum's Outline of Calculus of Finite Differences and Difference Equations	M
Springer	Invariant theory	M
Springer	Linear algebraic groups	M
Springer (George)	Introduction to Riemann surfaces	M
Srinivas	Algebraic K-theory	M
Srinivastava	A course on Borel sets	M	C
Stallings	Group theory and three-dimensional manifolds	M	C
Stanley	Algebraic combinatorics	M
Stanley	Combinatorics and commutative alebra	M	C
Stanley	Enumerative combinatorics I+II	M
Stedall	The history of mathematics. A very short introduction	HistM
Stedall	Mathematics emerging. A sourcebook 1540-1900	HistM
Steele	The Cauchy-Schwarz master class	M
Steen; Seebach	Counterexamples in topology	M
Steenrod	The topology of fibre bundles	M
Steenrod; Epstein	Cohomology operations	M
Steenrod; Halmos; Schiffer; Dieudonné	How to write mathematics	M	C
Stegmüller	Unvollständigkeit und Unentscheidbarkeit	M
Stein	Topics in harmonic analysis related to the Paley-Wiener theory	M	C
Stein	Harmonic analysis. Real-Variable Methods, Orthogonality, and Oscillatory Integrals.	M
Stein	Singular integrals and differentiability properties of functions	M	C
Stein; Shakarchi	Complex analysis	M
Stein; Shakarchi	Fourier analysis	M
Stein; Shakarchi	Real analysis	M
Stein; Shakarchi	Functional analysis	M
Stein; Weiss	Introduction to Fourier analysis on euclidean spaces	M
Steinmann	Perturbative quantum electrodynamics and axiomatic field theory	MP
Steinmann	Perturbation expansions in axiomatic field theory	TP	C
Sternberg	Potentialtheorie I+II	M
Sternberg, S.	Dynamical systems	M
Sternberg, S.	Group theory and physics	M
Sternberg, S.	Curvature in mathematics and physics	M
Sternberg, S.	Celestial mechanics I+II	MP	C
Steuding; Volkert	Facetten der Mathematik: 85 Jahre Mathematische Semesterberichte	M
Stewart (B.M.)	Theory of numbers	M
Stichtenoth	Algebraic function fields and codes	M
Stiefel	Lehrbuch der darstellenden Geometrie	M
Stillwell	Mathematics and its history	HistM
Stillwell	Classical topology and combinatorial group theory	M	C
Stillwell	Naïve Lie theory	M
Stillwell	Reverse mathematics. Proofs from the inside out	M
Stollmann	Caught by disorder. Bound states in random media	MP	C
Stong	Notes on cobordism theory	M	C
Stolen; Luxemburg	Introduction to the theory of infinitesimals	M
Stout	The theory of uniform algebras	M
Stratila	Modular theory in operator algebras	M	C
Stratila; Voiculescu	Representations of AF-algebras and of the group U(∞)	M	C
Stratila; Zsido	Lectures on von Neumann algebras	M	C
Straumann	Thermodynamik	MP
Streater; Wightman	PCT, Spin and statistics, and all that	MP
Street	Quantum groups. A path to current algebra	M	C
Strocchi	Elements of quantum mechanics of infinite systems	MP
Strocchi	Symmetry breaking	MP	C
Strocchi	General properties of quantum field theory	MP	C
Struik	A concise history of mathematics	HistM
Sullivan	Geometric topology. Localization, periodicity and Galois symmetry	M	C
Suppes	Axiomatic set theory	M
Susskind; Lindesay	Black holes, information and the string theory revolution	TP
Suzuki	Mathematics in historical context	HistM
Sweedler	Hopf algebras	M	C
Swinnerton-Dyer	A brief guide to algebraic number theory	M	C
Swinnerton-Dyer	Analytic theory of abelian varieties	M
Switzer	Algebraic topology - Homology and homotopy	M
Szamuely	Galois groups and fundamental groups	M
t Hooft; Veltman	Diagrammar	TP	C
Takesaki	Theory of operator algebras I-III	M
Takesaki	Tomita's theory of modular Hilbert algebras and its applications	M	C
Takhtajan	Quantum mechanics for mathematicians	MP
Talman; Wigner	Special functions. A group theoretic approach	M	C
Tamme	Introduction to étale cohomology	M
Tao	Analysis I+II	M
Tao	Structure and randomness. (Year one of the blog.)	M
Tao	Higher order Fourier theory (preprint)	M	C
Tao	Topics in random matrix theory (preprint)	M	C
Tao; Vu	Additive combinatorics	M
Taubes	Differentiable geometry. Bundles, connections, metrics and curvature
Taylor, J.L.	Several complex variables	M
Taylor, M.E.	Partial differential equations I-III	M
Taylor, M.E.	Noncommutative harmonic analysis	M
Tenenbaum	Introduction to analytic and probabilistic number theory	M	C
Tenenbaum; Mendès France	The prime numbers and their distribution	M
Terras	Zeta functions of graphs. A stroll for the garden	M	C
Thiele	Wave packet analysis	M
Thirring	Lehrbuch der mathematischen Physik I-IV	MP
Thom	Structural stability and morphogenesis	TP	C
Thomas, C.B.	Characteristic classes and the cohomology of finite groups	M	C
Thompson	From error-correcting codes through sphere packings to simple groups	M	C
Thurston	The geometry and topology of three-manifolds	M
Tietze	Mathematische Probleme	Pop
Tignol	Galois' theory of algebraic equations	HistM
Tijms	Spelen met kansen	M
Titchmarsh	The theory of functions 2nd.ed.	M
Titchmarsh	The theory of the Riemann zeta-function	M	C
Todd	The computation of fixed points and applications	M	C
Todorov	Analytic properties of Feynman diagrams in quantum field theory	TP	C
tom Dieck	Topologie (1. and 2. ed.)	M
tom Dieck	Algebraic topology	M
tom Dieck	Transformation groups	M
tom Dieck	Transformation groups and representation theory	M	C
Topping, D.M.	Lectures on von Neumann algebras	M
Topping, P.	Lectures on the Ricci flow	M	C
Torchemsky	Real-variable methods in harmonic analysis	M
Törnig	Numerische Mathematik für Ingenieure und Physiker	M	C
Törnig; Spellucci	Numerische Mathematik I	M
Toth	Glimpses of algebra and geometry (2nd ed.)	M
Toti Rigatelli	Evariste Galois	HistM
Travaglini	Number theory, Fourier analysis and geometric discrepancy	M	C
Trost	Primzahlen	M	C
Turaev	Introduction to combinatorial torsions	M
Turaev	Quantum invariants of knots and 3-manifolds	M
Turaev (with appendices by Müger and Virelizier)	Homotopy quantum field theory	M
Turan	On a new method of analysis and its applications	M	C
Turner; van de Griend	History and science of knots	HistM	C
Tyurin	Quantization, field theory and theta functions	M
Ullman	Principles of database and knowledge-base systems I+II	CS
Uspensky; Heasllett	Elementary number theory	M
Vallette	Introduction to the Baum-Connes conjecture	M
van Dalen	L.E.J. Brouwer	HistM
van de Lune	An introduction to Tauberian theory. From Tauber to Wiener	M
Van der Poorten	Notes on Fermat’s last theorem	M
van der Put; Singer	Galois theory of linear differential equations	M
Van der Veen; van de Craats	The Riemann hypothesis. A million Dollar problem	Pop
van der Waerden	A history of algebra	HistM	C
van der Waerden	Algebra I+II	M
van der Waerden	Algebraische Geometrie	M
van der Waerden (ed.)	Sources of quantum mechanics	P
van Leeuwen (ed.)	Computer science today (LNCS 1000)	CS
van Lint	Introduction to coding theory	M
van Lint; van der Geer	Introduction to coding theory and algebraic geometry	M
van Lint; Wilson	A course in combinatorics	M
van Mill	Infinite-dimensional topology	M
van Rooij	Fouriertheorie	M
van Rooij; Schikhof	A second course on real functions	M	C
van Tiel	Convex analysis. An introductory text	M	C
Vanhaecke	Integrable systems in the realm of algebraic geometry	M	C
Varadarajan	Euler through time. A new look at old themes	HistM
Varadarajan	Lie groups, Lie algebras and their representations	M
Varadarajan	An introduction to harmonic analysis on semisimple Lie groups	M
Varadarajan	Geometry of quantum theory	MP
Varadarajan	Supersymmetry for mathematicians: An introductions	MP
Varadhan	Probability theory	M
Varadhan	Stochastic processes	M
Varilly	An introduction to non-commutative geometry	M
Vassiliev	Introduction to topology	M
Vaughan	The Hardy-Littlewood method	M	C
Vaughan-Lee	The restricted Burnside problem	M
Velminski	Leonhard Euler. Die Geburt der Graphentheorie	HistM
Velo; Wightman (eds.)	Constructive quantum field theory (Erice 1973)	MP
Velo; Wightman (eds.)	Invariant wave equations (Erice 1977)	MP
Verhulst	Nonlinear differential equations and dynamical systems	M
Vershik (ed.)	Asymptotic combinatorics with applications in mathematical physics	M
Vinogradov	The method of trigonometric sums in the theory of numbers	M
Viola	An introduction to special functions	M	C
Viro; Ivanov; Netsvetaev; Kharlamov	Elementary topology, a first course (Free web version without proofs)	M	C
Vladimirov	Methods of the theory of functions of many complex variables	M
Vlădut	Kronecker's Jugendtraum and modular functions	M	C
Voiculescu; Dykema; Nica	Free random variables	M	C
Voisin	Théorie de Hodge et géometrie algebrique complexe	M
Vojta	Diophantine approximations and value distribution theory	M
Völklein	Groups as Galois groups	M
Von Mangoldt; Knopp	Einführung in die höhere Mathematik 1-4. (Band 4 von F. Lösch)	M
von Neumann	Collected works Vol. II Operators, Ergodic Theory, Almost periodic functions	M
von Neumann	Invariant measures	M
von Neumann	Mathematische Grundlagen der Quantenmechanik	MP
von Neumann (ed. Burks)	Theory of self-reproducing automata	CS	C
von Neumann; Morgenstern	Theory of games and economic behavior	M	C
Von zur Rathen; Gerhard	Modern computer algebra	CS
Wagon	The Banach-Tarski paradox	M	C
Wakimoto	Infinite-dimensional Liealgebras	M
Wald	General relativity	MP
Wald	Quantum field theory in curved spacetime and black hole thermodynamics	MP
Waldschmidt; Mousse; Luck; Itzykson (eds.)	From number theory to physics	M	C
Walfisz	Gitterpunkte in mehrdimensionalen Kugeln	M	C
Walfisz	Exponentialsummen in der neueren Zahlentheorie	M	C
Walker	The Stone-Cech compactification (only chapters 1-3)	M	C
Wall	Surgery on compact manifolds	M
Wallace	Algebraic topology. Homology & Cohomology	M
Wallace	Differential topology	M
Walter	Gewöhnliche Differentialgleichungen	M
Walters	An introduction to ergodic theory	M
Wang, Zhenghan	Topological quantum computation	M
Warner	Foundations of differentiable manifolds and Lie groups	M	C
Washington	Introduction to cyclotomic fields	M
Washington	Elliptic curves. Number theory and cryptography	M
Weber	Lehrbuch der Algebra I-III	M
Wegge-Olsen	K-Theory and C*-algebras	M
Weibel	The K-book. An introduction to algebraic K-theory	M
Weibel	An introduction to homological algebra	M
Weil	Zahlentheorie. Ein Gang durch die Geschichte von Hammurapi bis Legendre	HistM
Weil	Elliptic functions according to Eisenstein and Kronecker	M
Weil	Basic number theory	M
Weil	L'intégration dans les groupes topologiques	M
Weil	Courbes algébriques et variétés abéliennes (without last chapter)	M	C
Weil	Number theory for beginners	M	C
Weil	Variétés Kähleriennes	M
Weinberg	The quantum theory of fields. Vol. I	TP
Weinberg	The quantum theory of fields. Vol. II	TP
Wells	Differential analysis on complex manifolds	M
Wess; Bagger	Supersymmetry and supergravity	TP
Weyl	Die Idee der Riemannschen Fläche	M
Weyl	The classical groups	M
Weyl	Levels of infinity	M
Weyl	Gruppentheorie und Quantenmechanik	MP
Weyl	Raum, Zeit, Materie	MP
Weyl	Mathematische Analyse des Raumproblems. Was ist Materie?	M
Wheeden; Zygmund	Measure and integral. An introduction to real analysis	M
Whitehead, G.W.	Elements of homotopy theory	M
Whittaker; Watson	Modern analysis. 4th.ed.	M
Wiener	Collected works Vol. II. Generalized harmonic analysis, Tauberian theory, Class. Harmonic and complex analysis	M
Wiener	Extrapolation, interpolation and smoothing of stationary time series	M	C
Wiener	Nonlinear problems in random theory	M	C
Wiener	The Fourier integral and certain of its applications	M
Wiener	Cybernetics	M
Wiggins	Introduction to Applied Nonlinear Dynamical Systems and Chaos	M
Wilder, R.L.	Evolution of mathematical concepts	Phil M
Wilf	Generatingfunctionology. 3rd ed.	M	C
Willard	General topology	M
Willem	Functional analysis. Fundamentals and applications	M
Williams	A history of computing technology	HistCS
Wilson, R.A.	Graphs, colourings and the four-colour theorem	M	C
Wilson, R.A.	Introduction to graph theory	M
Wilson, Robin James	Four colors suffice. How the map problem was solved. Revised color edition	HistM
Winter, D.J.	The structure of fields	M
Wintner	Eratosthenian averages	M	C
Wloka	Partial differential equations	M
Woess	Random walks on infinite graphs and groups	M	C
Wojtaszczyk	A mathematical introduction to wavelets	M	C
Wolf, J.A.	Spaces of constant curvature	M
Wolf, R.S.	A tour through mathematical logic	M
Wolff, T.H.	Lectures on harmonic analysis	M
Worobjow	Entwicklung der Spieltheorie	HistM	C
Wussing	Die Genesis des abstrakten Gruppenbegriffs	HistM	C
Wussing	6000 Jahre Mathematik (2 vols.)	HistM
Yafaev	Scattering theory. Some old and new problems	MP
Yakimiv	Probabilistic applications of Tauberian theorems (Ch. 1)	M	C
Yau	Lambda-rings	M	C
Yetter	Functorial knot theory	M	C
Yoccoz	Petits diviseurs en dimension 1	M	C
Yoshida (Masaaki)	Fuchsian differential equations	M
Yosida	Functional analysis	M
Young, N.	An introduction to Hilbert space	M
Zaanen	Integration	M
Zagier	Equivariant Pontrjagin classes and applications to orbit spaces	M	C
Zagier	Zetafunktionen und quadratische Körper	M	C
Zariski; Samuel	Commutative algebra I+II	M
Zavialov	Renormalized quantum field theory	TP	C
Zelevinsky	Representations of finite classical groups	M	C
Zeller; Beekmann	Theorie der Limitierungsverfahren	M	C
Zhang	Lectures on Chern-Weil theory and Witten deformations	M
Zimmer	Essential results in functional analysis	M
Zimmer	Ergodic theory and semisimple groups	M	C
Zimmermann	Operations Research. Methoden und Modelle	M
Zinn-Justin	Phase transitions and renormalization group	TP	C
Zippin	Uses of infinity	PopM
Zworski	Semiclassical analysis	M
Zygmund	Trigonometric series. Vols. 1&2	M