Construct the subalgebra R of the fp-algebra A generated by the words specified by the terms of the generator list L_1, ..., L_r.A term L_i of the generator list may consist of any of the following objects:
The collection of words and algebras specified by the list must all belong to the algebra A, and R will be constructed as a subgroup of A.
- A word;
- A set or sequence of words;
- A subalgebra of A;
- A set or sequence of subalgebras.
The generators of R consist of the words specified directly by terms L_i together with the stored generating words for any algebras specified by terms of L_i. Repetitions of an element and occurrences of the identity element are removed (unless R is trivial).
Construct the two-sided ideal I of the fp-algebra A generated by the words specified by the terms of the generator list L_1, ..., L_r.The possible forms of a term L_i of the generator list are the same as for the sub-constructor.
Construct the left ideal I of the fp-algebra A generated by the words specified by the terms of the generator list L_1, ..., L_r.The possible forms of a term L_i of the generator list are the same as for the sub-constructor.
Construct the right ideal I of the fp-algebra A generated by the words specified by the terms of the generator list L_1, ..., L_r.[Next] [Prev] [Right] [Left] [Up] [Index] [Root]The possible forms of a term L_i of the generator list are the same as for the sub-constructor.