A Construction of Permutation Polynomials Using R\'edei Function in Even Characteristic
Abstract
The R\'edei function defined over a field of even characteristic has been introduced by N\"obauer in 1986 even. In this paper, inspired by the work of Fu et al. wang in odd characteristic, employing the AGW criterion agw, we present a recursive construction of permutation polynomials in even characteristic using the R\'edei function over a field of characteristic 2.
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