9-13 June 2013
Koper, Slovenia
UTC timezone
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A twisting function for finite groups

Presented by Wolfgang HERFORT
Type: Oral presentation
Track: Algebra

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Gil Kaplan invented a twisting function t(x,y)=(y^{-1}xy,x^{-1}yx) where x and y are from a finite group G. When t is bijective he proved that G is solvable. Together we refined some of these results. E.g., when t has prime order p for an odd prime p then G is already nilpotent. (This is joint work with Gil Kaplan, Yaffo College, Tel Aviv)

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Location: Koper, Slovenia

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