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Lev Glebsky (UASLP): Residually finite by residually finite extensions are weakly sofic | Einstein Institute of Mathematics

Lev Glebsky (UASLP): Residually finite by residually finite extensions are weakly sofic

Date: 
Thu, 16/01/202012:00-13:00
Location: 
Manchester Building, Room 209
January 16, 12:00-13:00, Seminar room 209, Manchester building.

Abstract: I plan to show a proof of the statement  "residually-finite-by-residually-finite extensions are weakly sofic". The proof is based on characterization of weakly sofic groups 
by solvability of equations over groups. It looks different from other proofs of soficity and weak soficity. I plan to discuss relations of equations on and over groups with soficity in some details.