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Evaluation of integral transforms using special functions with applications to biological tissues
Computational and Applied Mathematics, 2021zbMATH Open Web Interface contents unavailable due to conflicting licenses.
Talha Usman +2 more
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Integral transforms of double integrals involving a product of special functions
AIP Conference Proceedings, 2022Singh Harendra
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Journal of Pseudo-Differential Operators and Applications, 2023
zbMATH Open Web Interface contents unavailable due to conflicting licenses.
Wang, Ga, Zhang, Zhichao
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Wang, Ga, Zhang, Zhichao
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On the Bargmann-Fock-Fueter and Bergman-Fueter integral transforms [PDF]
This paper deals with some special integral transforms of Bargmann-Fock type in the setting of quaternionic valued slice hyperholomorphic and Cauchy-Fueter regular functions. The construction is based on the well-known Fueter mapping theorem.
Soeren Krausshar +2 more
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On Integral Transforms of Some Special Functions
2020In this study, known integral transforms such as Fourier and Hartley are studied and these integral transforms are studied in detail for bicomplex numbers. In addition, the properties of the bicomplex Hartley transform have been investigated. Also, the relation between Hartley and Fourier transform for bicomplex numbers is given.
HALICI, Serpil, ÇÜRÜK, Şule
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Stankovich integral transforms of some special functions
ADYGHE INTERNATIONAL SCIENTIFIC JOURNALIn this paper, formulas for the integral Stankovich transforms of some elementary and special functions that are important in the theory of boundary value problems of mathematical physics are obtained. To prove the obtained formulas, integral representations, or expansions in power series, of the functions to which the transforms are applied are used.
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Transforming some special functions using integral operators
2005Summary: The present paper deals with the study of the most general Lauricella functions involving two integral operators namely, Laplace transform and Weyl fractional integral transform. Theorems are established to show interesting association between the two transformations.
Kaur, Jagpreet, Pandey, D.
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Lobachevskii Journal of Mathematics
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Sitnik, S. M. +2 more
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Sitnik, S. M. +2 more
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1993
In the preceding chapter we have considered spherical functions of irreducible representations of SO(n) and of related groups with respect to the canonical basis \(\{ \tilde \Xi _M^{n - 1,m}\} \) in \({\xi ^2}({S^{n - 2}})\).
N. Ja. Vilenkin, A. U. Klimyk
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In the preceding chapter we have considered spherical functions of irreducible representations of SO(n) and of related groups with respect to the canonical basis \(\{ \tilde \Xi _M^{n - 1,m}\} \) in \({\xi ^2}({S^{n - 2}})\).
N. Ja. Vilenkin, A. U. Klimyk
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Mikailalsys Journal of Advanced Engineering International
In recent year study on multivariate special functions and Integral transformation have been booming. In this work, we have focused on Srivastava hypergeometric function , , and with triple variable. We have discussed the literature study and motivation from the recent works on the extension of Srivastava’s multivariable hypergeometric function ...
Surendra Kumar Tiwari, Mausmi Kulmitra
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In recent year study on multivariate special functions and Integral transformation have been booming. In this work, we have focused on Srivastava hypergeometric function , , and with triple variable. We have discussed the literature study and motivation from the recent works on the extension of Srivastava’s multivariable hypergeometric function ...
Surendra Kumar Tiwari, Mausmi Kulmitra
openaire +1 more source

