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A new index transform with the square of Whittaker's function
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An index transform, involving the square of Whittaker's function is introduced and investigated. The corresponding inversion formula is established. Particular cases cover index transforms of the Lebedev type with products of the modified Bessel functions.
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Cited by 1 Pith paper
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Generalized product formulas for Whittaker's functions and a novel class of index transforms
New integral transforms and explicit inverse formulas are derived for products of Whittaker functions with different indices, generalizing known Bessel-type index transforms.
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