L-functions and sum-free sets

Schoen, T; Shkredov, ID

Shkredov, ID (corresponding author), Steklov Math Inst, Ul Gubkina 8, Moscow 119991, Russia.; Shkredov, ID (corresponding author), RAS, IITP, Bolshoy Karetny Per 19, Moscow 127994, Russia.; Shkredov, ID (corresponding author), MIPT, Inst Per 9, Dolgoprudnyi 141701, Russia.

ACTA MATHEMATICA HUNGARICA, 2020; 161 (2): 427

Abstract

For set A subset of F-p* define by sf(A) the size of the largest sum-free subset ofA. Alon and Kleitman [3] showed that sf(A) >= vertical bar A ver......

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