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首页> 外文期刊>Advances in mathematics of communications >THREE PARAMETERS OF BOOLEAN FUNCTIONS RELATED TO THEIR CONSTANCY ON AFFINE SPACES
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THREE PARAMETERS OF BOOLEAN FUNCTIONS RELATED TO THEIR CONSTANCY ON AFFINE SPACES

机译:与仿射空间上的恒定相关的布尔函数的三个参数

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摘要

The k-normality of Boolean functions is an important notion initially introduced by Dobbertin and studied in several papers. The parameter related to this notion is the maximal dimension of those affine spaces contained in the support supp(f) of the function or in its co-support cosupp(f). We denote it by norm(f) and call it the norm of f.
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