AN INTEGRO DIFFERENTIAL LANE EMDEN EQUATION INVOLVING THREE PHI-CAPUTO DERIVATIVES

Abstract
We study an integro differential problem of Lane-Emden type that involves three phi Caputo derivatives. We begin by proving an existence results by means of Schauder theorem. Then, we investigate the niqueness of solution using Banach contraction principle. At the end, one example is discussed.

This publication has 15 references indexed in Scilit: