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Sum-Free Sets and Related Sets
Authors:Yuri Bilu
Affiliation:Instituto de Matemática Pura e Aplicada, Estrada Dona Castorina; 110, Jardim Botanico 22.460-320, Rio de Janeiro, RJ BRAZIL; Current address: Mathematisches Institut, Universit?t Basel; Rheinsprung 21, CH-4051 Basel, Switzerland; E-mail: yuri@math.unibas.ch, CH
Abstract:A   of integers is sum-free if . Cameron conjectured that the number of sum-free sets is . As a step towards this conjecture, we prove that the number of sets satisfying
is . Received: 22 July, 1996
Keywords:AMS Subject Classification (1991) Classes:    11B75, 11B25, 11P99, 11D04
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