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On a recursive class of plateaued Boolean functions

  • A. O. Logachev
Published/Copyright: January 7, 2011
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Discrete Mathematics and Applications
From the journal Volume 20 Issue 5-6

Abstract

We investigate properties of a class of plateaued Boolean functions with support of the spectrum defined by a recursive class of matrices. For such supports of the spectrum, we find a precise number of functions with a given support. We also show that the set of these functions is the equivalence class of a function with this support of spectrum with respect to the group of shifts.

Received: 2010-09-09
Published Online: 2011-01-07
Published in Print: 2010-December

© de Gruyter 2010

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