Article ID Journal Published Year Pages File Type
4583015 Finite Fields and Their Applications 2013 12 Pages PDF
Abstract

Let P be an irreducible polynomial of degree n   over FqFq. For A∈Fq[X]A∈Fq[X] with gcd(A,P)=1gcd(A,P)=1 the polynomial Fermat quotient qP(A)qP(A) is defined byqP(A)≡Aqn−1−1P(modP)anddegqP(A)

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Related Topics
Physical Sciences and Engineering Mathematics Algebra and Number Theory
Preview
Distribution of values of polynomial Fermat quotients
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