Derives a new integral identity with a J_s-K_s-Y_s kernel and applies Voronoï summation to obtain transformations relating series of I_λ(ξ)K_λ(ξ) products to hypergeometric series, including a correction to a Ramanujan identity.
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Analogue of a Fock-type integral arising from electromagnetism and its applications in number theory
Derives a new integral identity with a J_s-K_s-Y_s kernel and applies Voronoï summation to obtain transformations relating series of I_λ(ξ)K_λ(ξ) products to hypergeometric series, including a correction to a Ramanujan identity.