Conservative Subgroup Separability For Surfaces With Boundary
classification
🧮 math.GT
keywords
boundarysubgroupelementsfinitefinitelycomponentsconservativecorresponding
read the original abstract
If F is a surface with boundary, then a finitely generated subgroup without peripheral elements of G = {\pi}_1(F) can be separated from finitely many other elements of G by a finite index subgroup of G corresponding to a finite cover F' with the same number of boundary components as F .
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