Existence Of The Ground State Solution And The Steady State Solution Of The Nonlinear Schr?dinger Equation With An Indeterminate Linear Term

The nonlinear schrodinger equation is a kind of important partial differential equation.The existence,multi solution and other properties of corresponding so-lutions have also obtained a lot of research results.In this paper we study the existence of ground state solutions for a class of nonlinear coupled schrodinger sys-tems with indeterminate nonlinear terms.In this paper,we consider the existence of radial symmetrie steady-state solutions of a class of nonlinear coupled schrddinger systems.