A procedure is presented for obtaining rational approximations of the inverse Laplace transform. The procedure utilizes a series expansion, in powers of the transform parameter, used in conjunction ...

Identities of the form $W_{1}(z)W_{2}(\zeta)=\int_{0}^{\infty}\text{e}^{-\tau }g(z,\zeta,\tau)\text{d}\tau $ are proved. Here W₁ is either of the Whittaker ...