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Some Series over the Product of Two Trigonometric Functions and Series Involving Bessel Functions
2001
Zeitschrift für Analysis und ihre Anwendungen
The sum of the series involving the product of two trigonometric functions is obtained using the sum of the series whose terms involve one trigonometric function. The first series is represented as series in terms of the Riemann zeta and related functions, which has a closed form in certain cases. Some applications of these results to the summation of series containing Bessel functions are given. The obtained results also include as special cases formulas in some known books. We further show
doi:10.4171/zaa/1014
fatcat:anksp7rd5jfgffl7iph4rmstpe