On Hankel transforms of generalized Bessel matrix polynomials

The present article deals with the evaluation of the Hankel transforms involving Bessel matrix functions in the kernel. Moreover, these transforms are associated with products of certain elementary functions and generalized Bessel matrix polynomials. As applications, many useful special cases are discussed. Further, the current results are more general to the previous one. In addition to, these results are yielded to more results in the modern integral transforms with special matrix functions.

Automated summary

This article focuses on the evaluation of Hankel transforms involving Bessel matrix functions in the kernel, as well as their applications in special cases. The results obtained are more general and contribute to modern integral transforms with special matrix functions.