On Hankel Transform of Generalized Mathieu Series

Tomovski, Živorad

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Displaying similar documents to “On Hankel Transform of Generalized Mathieu Series”

A multiplier theorem for the Hankel transform.

Rafal Kapelko (1998)

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Riesz function technique is used to prove a multiplier theorem for the Hankel transform, analogous to the classical Hörmander-Mihlin multiplier theorem (Hörmander (1960)).

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A tempered distribution which is an exact solution of the wave equation with a concentrated moving source on the right-hand side, is obtained in the paper by means of the Cagniard - de Hoop method.

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Displaying similar documents to “On Hankel Transform of Generalized Mathieu Series”

A multiplier theorem for the Hankel transform.

G -functions as self-reciprocal in an integral transform

On the Mehler-Fock integral transform in L-spaces.

Hankel transform in two variables

On Meijer transform

Wave equation with a concentrated moving source

On a variant of the Meijer integral transformation

$G$ -functions as self-reciprocal in an integral transform