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Polytope bounds on multivariate value sets
Affiliation:340 Rowland Hall (Bldg. # 400), University of California, Irvine, Irvine, CA 92697-3875, United States
Abstract:We improve the upper bounds for the cardinality of the value set of a multivariable polynomial map over a finite field using the polytope of the polynomial. This generalizes earlier bounds only dependent on the degree of a polynomial.
Keywords:Value set  Polynomial image set  Multivariate polynomials  Newton polytopes
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