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Application of integral transforms composition method (itcm) to obtaining transmutations via integral transforms with bessel functions in kernelsIn this paper we apply the Integral Transforms Composition Method (ITCM) in order to derive
The construction of the efficient contour of the inverse Mellin transformation for the F3 structure function ) by the Mellin inverse transformation method using the parabolic contour running from a saddle point
Mellin Transforms for Rational Functions with Quasi-elliptic DenominatorsThe paper deals with residue representations of n–dimensional Mellin transforms for rational
ON FRACTIONAL POWERS OF BESSEL OPERATORS are defined explicitly in the integral form without use of integral transforms in its definitions. Some
One-dimensional and multi-dimensional integral transforms of Buschman-Erdélyi type with Legendre functions in kernels-dimensional integral transforms of Buschman-Erdélyi type with Legendre functions in kernels. Complete proofs are given
Multi-dimensional generalized integral transform in the weighted spaces of summable functionsIn this paper, we study a multi-dimensional generalized integral transformation
A special type of multi-dimensional integral transform with fox h-function in Lebesgue-type weighted spacesThis paper is devoted to the study of multi-dimensional integral transform with Fox H
Oscillations of the inertia moment of a finite Fermi system in the cranking model frameworkMellin transformation
Tenth-order QED Corrections to the Lepton Anomaly Due to Some Bubble Diagrams application of dispersion relations for the photon polarization operator and of the Mellin–Barnes transform
Asymptotics of the contour of the stationary phase and efficient evaluation of the Mellin-Barnes integral for the F3 structure function to the example of the inverse Mellin transform for the structure function F3. It is shown that, although for a
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