Gröbner bases for p-group algebras
arXiv:0910.1699
Abstract
Experiment shows that the reverse length-lexicographical word ordering consistently yields far smaller Gröbner bases for modular p-group algebras than the length-lexicographical ordering. For the so-called Jennings word ordering, based on a special power-conjugate group presentation, the associated monomial algebra is a group invariant.
Not intended for publication. Dates from 1999