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The computation of the fundamental group of algebraic plane curves is done by computing the braid monodromy (which already takes advantage of parallelization), and then computing the action of the braids over the free group.
This second step can take non negligible time in some cases. With this simple change, it is computed in parallel too, which can save some time.
The computation of the fundamental group of algebraic plane curves is done by computing the braid monodromy (which already takes advantage of parallelization), and then computing the action of the braids over the free group.
This second step can take non negligible time in some cases. With this simple change, it is computed in parallel too, which can save some time.
CC: @fchapoton @tscrim
Component: algebraic geometry
Author: Miguel Marco
Branch/Commit:
8953d53
Reviewer: Travis Scrimshaw
Issue created by migration from https://trac.sagemath.org/ticket/33858
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