Results on cubic bent and weakly regular bent $p$-ary functions leading to a class of cubic ternary non-weakly regular bent functions

This article presents research findings on mathematical functions, specifically focusing on cubic bent and weakly regular bent p-ary functions. The research leads to the discovery of a new class of cubic ternary non-weakly regular bent functions. The abstract suggests a highly specialized mathematical study, likely of interest to researchers in cryptography and coding theory.

• •The research explores cubic bent and weakly regular bent p-ary functions.
• •A new class of cubic ternary non-weakly regular bent functions is discovered.
• •The findings are relevant to cryptography and coding theory.