A Triple Integral Containing the Lommel Function su,v(z): Derivation and Evaluation
A Triple Integral Containing the Lommel Function su,v(z): Derivation and Evaluation
A three-dimensional integral containing the kernel g(x, y, z)su,v(z) is derived. The function g(x, y, z) is a generalized function containing the logarithmic and exponential functions and su,v(z) is the Lommel function and the integral is taken over the cube 0 ≤ y ≤ ∞, 0 ≤ x ≤∞, 0 …