I am in the fifth year of a joint degree of mathematics and computer science and I would like to contribute with sympy.
I find group theory very interestin and I have just finished the last algebra subject of my degree, algebraic equations. I would like to make a proposal about group theory tools in sympy. Some of the funcionalities written in the GSOC contributor guide that I could work on are:
- Computation of various subgroups of infinite finitely presented groups
- Computation of Galois groups for a given polynomial
- Quotient groups
Which are the main implementations that have to be made on quotients groups? Would any of the three topics be enough for a proposal or should I combine some of them?
Thank you in advance,
Carlos