Yefeng He, Wenping Ma
Abstract
Several sufficient conditions for quadratic bent functions represented by trace are given. These sufficient conditions correspond to two families of quadratic bent functions in polynomial forms. Furthermore, the first family of bent functions includes the function proposed by Udaya and some functions proposed by Hu and Feng.
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Several sufficient conditions for quadratic bent functions represented by trace are given. These sufficient conditions correspond to two families of quadratic bent functions in polynomial forms. Furthermore, the first family of bent functions includes the function proposed by Udaya and some functions proposed by Hu and Feng.
Key concepts: Bent molecular geometry, TRACE (psycholinguistics), Quadratic equation, Bent function, Quadratic function, Function (biology), Polynomial, Mathematics