Rufus Boyack
Published 2021-09-17Version 1
The sums of three trigonometric series with logarithmic coefficients are derived by extending an approach first utilized by Lerch. By applying Frullani's theorem to two of these series, two non-trivial integrals involving hyperbolic functions are evaluated in terms of the digamma function.
Comments: Published version
On the positivity of a certain function related with the Digamma function
On closed forms of some trigonometric series
The $(p,q)$-Analogues of Some Inequalities for the Digamma Function
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