A summation formula for r_k(n) is generalized from Bessel to Whittaker functions via a new proof.
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New analogues of Ferrar's summation formula are derived and linked to Dirichlet series behavior via the Mellin transform.
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An analogue of a formula of Popov II
A summation formula for r_k(n) is generalized from Bessel to Whittaker functions via a new proof.
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Analogues of a formula of Ferrar: what I have learned from Semyon Yakubovich
New analogues of Ferrar's summation formula are derived and linked to Dirichlet series behavior via the Mellin transform.