Several classes of 0-APN power functions over π½_2^n
Recently, the investigation of Partially APN functions has attracted a lot of attention. In this paper, with the help of resultant elimination and MAGMA, we propose several new infinite classes of 0-APN power functions over π½_2^n. By the main result in [4], these 0-APN power functions are CCZ-inequivalent to the known ones. Moreover, these infinite classes of 0-APN power functions can explain some exponents for 1β€ nβ€11 which are not yet βexplained" in the tables of Budaghyan et al. [3].
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