Solution of Abel’s integral equation by Kashuri Fundo transform

Integral equations can be defined as in which unknown function to determined appears under the integral sign. These have been used many problems occurring different fields due connection they establish with differential equations. Abel?s equation is an important singular and Abel found this from a problem of mechanics, namely tautochrone problem. This some variants it applications heat transfer between solids gases non-linear boundary conditions, theory superfluidity, subsolutions diffusion problem, propagation shock-waves gas field tubes, microscopy, seismology, radio astronomy, satellite photometry airglows, electron emission, atomic scattering, radar ranging, optical fiber evaluation, X-ray radiography, flame plasma diagnostics. transforms are widely mathematical techniques for solving advanced applied sciences. One these Kashuri Fundo transform. transform was derived by facilitate solution processes ODE PDE. In works, has seen that provides great convenience finding work, our aim solve made explain procedure