Existence Of Solutions for Nonlinear Boundary Value Problems of the Fourth Order Quasilinear Differential Equations

This article studied the existence of solutions for nonlinear boundary value problems of the fourth order quasilinear differential equations Through making ues of the research results of p-laplace equation,generalized diffusion theory,non-Newtonian fluid theory,and the turbulent flow of a gas in porous medium,this study obtained the the existence of solutions for nonlinear boundary value problems of the fourth order quasilinear differential equations.The results of this paper are new and extende previously known results.