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A counterexample to a strong version of the Andrews-Curtis conjecture

Published 29 Jun 2018 in math.AT, math.GR, math.GT, and math.KT | (1806.11493v1)

Abstract: We prove that the presentations $\langle x,y | [x,y],1 \rangle$ and $\langle x,y | [x,[x,y{-1}]]2y[y{-1},x]y{-1},[x,[[y{-1},x],x]] \rangle$ are not $Q*$-equivalent even though their standard complexes have the same simple homotopy type.

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Authors (1)

  1. Jonathan Ariel Barmak 

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