[HTML][HTML] A fast isomorphism test for groups whose Lie algebra has genus 2
Journal of Algebra, 2017•Elsevier
Motivated by the desire for better isomorphism tests for finite groups, we present a
polynomial-time algorithm for deciding isomorphism within a class of p-groups that is well-
suited to studying local properties of general groups. We also report on the performance of
an implementation of the algorithm in the computer algebra system magma.
polynomial-time algorithm for deciding isomorphism within a class of p-groups that is well-
suited to studying local properties of general groups. We also report on the performance of
an implementation of the algorithm in the computer algebra system magma.
Abstract
Motivated by the desire for better isomorphism tests for finite groups, we present a polynomial-time algorithm for deciding isomorphism within a class of p-groups that is well-suited to studying local properties of general groups. We also report on the performance of an implementation of the algorithm in the computer algebra system magma.
Elsevier
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