The p-adic Riemann Hypothesis of Exponential Sums Associated to Certain Binomials over Finite Fields
Abstract：According to study the twisted T-adic exponential sums,an explicit arithmetic polygon was show to be the lower bound of the Newton polygon of the L-function of the exponential sums associated to certain binomials over finite fields.Moreover,the given bound is better than the classical Hodge bound.
Keywords：the twisted exponential sumsL-functionT-adic Newton polygonarithmeticpolygon
Publication Date：2011-01-01
Online Publishing Date：2026-08-28(First online date of this platform, not the publication date of the document)
Pages：7( 89-94,99 )