Bibliography for Database of Groups of Order Dividing 256

Here is a short list of references to papers which discuss in some detail the following subjects:

• the algorithms and their implementations used to generate the list;
• the development, contents, organisation and use of this library.

1. Marshall Hall Jr. and James K. Senior (1964), 'The Groups of Order 2^n (n<=6)', Macmillan, New York.
2. George Havas and M.F. Newman (1980), 'Application of computers to questions like those of Burnside', Burnside Groups (Bielefeld, 1977), Lecture Notes in Math. 806, pp. 211-230. Springer-Verlag.
3. Rodney James, M.F. Newman and E.A. O'Brien (1990), 'The groups of order 128', J. Algebra 129, 136-158.
4. M.F. Newman (1977), 'Determination of groups of prime-power order', Group Theory (Canberra, 1975). Lecture Notes in Math. 573, pp. 73-84, Springer-Verlag.
5. M.F. Newman and E.A. O'Brien (1989), 'A CAYLEY library for the groups of order dividing 128', Group Theory (Singapore, 1987), pp. 337-342. Walter de Gruyter, Berlin, New York.
6. E.A. O'Brien (1990), 'The p-group generation algorithm', J. Symbolic Comput. 9, 677-698.
7. E.A. O'Brien (1991), 'The groups of order 256', J. Algebra 143, 219-235.