Approximating Solution Of Hybrid Differential Equation With Maxima

Dr.G.B.Dapke; Dr.S.S.Bellale; Dr.J.R.Wadkar; Mr.G.G.Bhuttampalle

doi:10.53555/sfs.v10i3.1979

Authors

Dr.G.B.Dapke
Dr.S.S.Bellale
Dr.J.R.Wadkar
Mr.G.G.Bhuttampalle

DOI:

https://doi.org/10.53555/sfs.v10i3.1979

Keywords:

differential equation (HDE),, Differential equation with maxima, Dhage Iteration method, Approximation of solutions

Abstract

In this work, we look into hybrid differential equations with maxima and discuss about approximation of the solutions. The primary solution is based on the Dhage iteration technique, which is contained in Dhage's recent hybrid fixed point theorem in a partly ordered normed linear space.

Author Biographies

Dr.G.B.Dapke

Department of Basic Sciences & Humanities, Sharad Institute of Technology, College of Engineering, Yadrav-IChalkaranji, Dist.Kolhapur, Maharashtra, INDIA
Dr.S.S.Bellale

Department of Mathematics, Dayanand Science College,Latur, Dist.Latur, Maharashtra , INDIA
Dr.J.R.Wadkar

Departments of Mathematics, Late Baburao Patil Arts and Science College, Hingoli, Dist.Hingoli, Maharashtra, INDIA
Mr.G.G.Bhuttampalle

School of Mathematical Sciences, S.R.T.M.University,Nanded,Dist.Nanded, Maharashtra, Dist.INDIA