From Integrals to Multi-Sum Identities
Document Type
Article
Publication Date
8-1-2017
Department
Mathematics
Abstract
Ramanujan's Master Theorem and its extension in the method of brackets are a powerful technique for evaluation of many definite integrals, often producing series solutions. In the case that the series are multi-sums, simplification is nontrivial. Recurrence-finding algorithms assist in proving multi-sum identities to verify the correctness of such multi-sum series solutions.
Publication Title
Advances in Applied Mathematics
Volume
89
First Page
102
Last Page
124
Recommended Citation
Kohl, K. T.
(2017). From Integrals to Multi-Sum Identities. Advances in Applied Mathematics, 89, 102-124.
Available at: https://aquila.usm.edu/fac_pubs/15082
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