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Zeros of the sum of polynomials
Authors:Á Pintér
Institution:Institute of Mathematics, Debrecen University, P.O. Box 12, Debrecen H-4010, Hungary
Abstract:It is given an upper bound for the number of simple and distinct zeros of the polynomial f+g, where f and g are relatively prime polynomials with complex coefficients.
Keywords:Simple and distinct zeros of polynomials  Mason-Brownawell-Masser inequality
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