A primary construction produces an infinite class of cubic ternary vectorial bent functions whose components are not weakly regular, proved via direct Walsh spectra and second-order derivative properties.
Informa- tion and Computation151(1–2), 32–56 (May 1999)
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Results on cubic bent and weakly regular bent $p$-ary functions leading to a class of cubic ternary non-weakly regular bent functions
A primary construction produces an infinite class of cubic ternary vectorial bent functions whose components are not weakly regular, proved via direct Walsh spectra and second-order derivative properties.