期刊
出版社
SPRINGER-VERLAG ITALIA SRL
DOI: 10.1007/s13398-023-01407-9
关键词
Harmonic number; The beta integral; Central binomial coefficient; Hypergeometric series; Ramanujan-like series
By combining hypergeometric series computations with partial fraction decompositions, we provide complete solutions to the evaluation problems of two types of infinite series involving squared central binomial coefficients and quadratic skew harmonic numbers. We also examine two additional series of similar type.
By combining hypergeometric series computations with partial fraction decompositions, we present full solutions to the evaluation problems about two classes of infinite series involving squared central binomial coefficients and quadratic skew harmonic numbers. Two further series of similar type are also examined.
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