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Infinite summation formulas related to Riemann Zeta function from hypergeometric series |
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| Authors: | Yuwu Chen |
| Institution: | Department of Mathematics, Shanghai University , Shanghai, P.R. China. |
| Abstract: | Applying Gauss and Watson’s famous hypergeometric summation theorems, the authors establish two pattern infinite summation formulas involving generalized harmonic numbers related to Riemann Zeta function. |
| Keywords: | Riemann Zeta function hypergeometric series infinite summation formulas generalized harmonic numbers |