The evaluation of integrals of Bessel functions via \(G\)-function identities
The paper gives a number of integrals with products of Bessel functions by using certain identities for Meijer's \(G\)-function. First a few reduction formulas for \(G\)-functions are derived. Examples include \(\int^\infty_0 x\exp(- zx^2) J_2(x), Y_2(x) dx\) and \(\int^\infty_0 x \exp(- zx^2) I_3(x), K_3(x) dx\).
integrals with products of Bessel functions
scientific article; zbMATH DE number 903554