Dergiler / Turkish Journal of Mathematics / 2012 / Cilt: 36 - Sayı: 4

Weight and nonlinearity of Boolean functions

Sayfa
520–529
DOI
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Özet

In this paper we analyze the weight and the nonlinearity of various types of Boolean functions. We give some general results related to rotation symmetric Boolean functions, and in particular, we prove partially a conjecture stated by Cusick and Stanica in [3].

Abstract

In this paper we analyze the weight and the nonlinearity of various types of Boolean functions. We give some general results related to rotation symmetric Boolean functions, and in particular, we prove partially a conjecture stated by Cusick and Stanica in [3].

Anahtar kelimeler: Hamming weight, nonlinearity, balanced functions, affine equivalence, rotation symmetric