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  5. Integrals involving the homogeneous generalized hypergeometric function and multivariable aleph-function
 
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Integrals involving the homogeneous generalized hypergeometric function and multivariable aleph-function

Journal
Applied Mathematics and Computational Intelligence (AMCI)
Date Issued
2021-12
Author(s)
Frédéric Ayant
Alok Bhargava
Manipal University Jaipur
Handle (URI)
https://ejournal.unimap.edu.my/
https://ejournal.unimap.edu.my/index.php/amci/article/view/157/124
https://hdl.handle.net/20.500.14170/2967
Abstract
Recently, Ttwo finite integrals involving the homogeneous hypergeometric function and the modified multivariable H function have been evaluated. During this work, we established two unified finite integrals whose integrands are the product of the multivariable Aleph function,the homogeneous generalized hypergeometric function and the Gegenbauer polynomial. Several corollaries and remarks will be cited at the end of our study.
Subjects
  • Multivariable Aleph-f...

  • Homogeneous generaliz...

  • Multiple Mellin-Barne...

  • Gegenbauer polynomial...

  • Multivariable H-funct...

  • Aleph-function of two...

  • I-function of two var...

  • Aleph-function of one...

  • I-function of one var...

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Integrals Involving the Homogeneous Generalized Hypergeometric Function.pdf (347.52 KB)
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