Abstract
Generalized Bessel functions are receiving increasing attention from both the purely mathematical and the applicative points of view. They are intimately linked to the theory of Jacobi and Weierstrass elliptic functions and offer the solution of problems in electromagnetism, hardly achievable with conventional means. In this paper, using the method of the generating function, we evaluate three different types of integrals involving generalized Bessel functions. Some particular cases are also obtained
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