Dharmendra Kumar Singh
The aim of this paper is to derive a solution for a generalized free electron laser equation in terms of the incomplete Mittag-Leffler function and in terms of the incomplete Wright function.
Dharmendra Kumar Singh
This paper contains 2 sections, 2 theorems, 68 equations.
Theorem 2.1
Let $b, c, \omega, \in C, \rho\in \Re,a>0, \rho>0,\Re(b)>0$ and $g(t)$ is assumed to be continuous on every finite interval $\left[0, T \right]$,$0<T<\infty$, and of the exponential order $e^{\rho\mu}$, when $\mu\to\infty$. Then for the generalized Free Electron Laser equation for the fractional int together with the initial conditions where $b_{1}, b_{2}, b_{3}, ...., b_{r}\in \Re$, there exist
