Application of Laplace Transform for Solving Improper Integrals containing Bessel's Function as Integrand, in the form of Hypergeometric Function

Authors

  • Ranjana Shrivastava

laplace transform, bessel’s function, hypergeometric function, improper integral

Abstract

In this article we use Laplace Transform for solving Improper integrals whose Integrand contains Bessel's function in the form of hypergeometric function. The theory of Bessel's function is a rich subject due to its significant role in providing solutions for differential equations associated with many applications Their applications span across disciplines like heat conduction, electromagnetism, signal processing, and more.

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How to Cite

Application of Laplace Transform for Solving Improper Integrals containing Bessel’s Function as Integrand, in the form of Hypergeometric Function. (2024). Global Journal of Science Frontier Research, 24(F1), 45-50. https://www.journalofscience.org/index.php/GJSFR/article/view/102815

References

Sudhanshu Agarwal, Ajay Singh, Et (2019) Application of Laplace Transform for Solving Improper Integrals whose Integrand consisting Error function. 4(2), 1-7.

Sudhanshu Aggarwal, Manmohan Pandey, Nirbhaya Asthana, D Singh, Ankit Kumar (2018) Application of Mahgoub Transform for Solving Population Growth and Decay Problems. 9(10), 1490-1496.

D Rainville (1960) Special Functions Chelsea.

W Bell (2004) Special Functions. 61-108.

I Sneddon (1972) The Use of Integral Transforms.

Application of Laplace Transform for Solving Improper Integrals containing Bessel's Function as Integrand, in the form of Hypergeometric Function

Published

2024-02-19

How to Cite

Application of Laplace Transform for Solving Improper Integrals containing Bessel’s Function as Integrand, in the form of Hypergeometric Function. (2024). Global Journal of Science Frontier Research, 24(F1), 45-50. https://www.journalofscience.org/index.php/GJSFR/article/view/102815