Contribution to the Study of Ternary Functions with a Bent Reed-Muller Spectrum

Abstract

Some properties of ternary functions with bent Reed-Muller spectra are studied. The main result is, that in three big classes of bent functions, for n &gt; 1, a necessary condition for a ternary function to have a bent Reed-Muller spectrum is that the value vector of the function satisfies f ((3<sup>n</sup> -1)/2) = 0, in which case the bent Reed-Muller… (More)
DOI: 10.1109/ISMVL.2015.31

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