Browsing by Subject "Bent function"
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Combined weight and density bounds on the polynomial threshold function representation of Boolean functions
(Elsevier, 2022-08)In an earlier report it was shown that an arbitrary n-variable Boolean function f can be represented as a polynomial threshold function (PTF) with 0.75×2n or less number of monomials. In this report, we derive an upper ... -
Equivalence for generalized Boolean functions
(American Institute of Mathematical Sciences, 2023-03)Equivalence plays a key-role for the classification of functions between elementary abelian groups V(p) n and V(p) k . One distinguishes between affine equivalence, extended affine (EA) equivalence, and the most general ...
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