An algorithm for generating a finite group with a finite set of generators
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Let $A$ be a finite set of permutations on $\Bbb N$ with finite support. Is there a good efficient algorithm to obtain the…
Let $A$ be a finite set of permutations on $\Bbb N$ with finite support. Is there a good efficient algorithm to obtain the…
For a permutation group $G$ and subgroup $H$, what is the best way to calculate $G/H = J$ computationally? If we store each…