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SINET: Ethiopian Journal of Science

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CONVOLUTION THEOREMS FOR HYPERGEOMETRIC BERNOULLI NUMBERS AND POLYNOMIALS

Christopher R Ernst, Abdul Hassen

Abstract


In this paper, we study hypergeometric Bernoulli numbers and polynomials and use recurrence relations to generate higher order convolution identities involving the sums of these Bernoulli numbers.  We consider cases where the Bernoulli number/polynomial are of various order.



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