Divisibility of L-polynomials for a family of Artin–Schreier curves
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DOI: 10.1016/j.jpaa.2018.11.005
Abstract: In this paper we consider the curves $C_k^{(p,a)} : y^p-y=x^{p^k+1}+ax$ defined over $\mathbb F_p$ and give a positive answer to a conjecture about a divisibility condition on $L$-polynomials of the curves $C_k^{(p,a)}$. Our proof involves… read more here.
Keywords: artin schreier; schreier curves; family artin; divisibility ... See more keywords