Resumen de An iterative method for a class of quasilinear boundary value problems
Let n=3. In this paper, we consider the following general quasilinear boundary value problem of second order where the nonlinear term f(t,u) is a strong Carathéodory function. By applying the monotonically iterative technique, we construct a sequence of successive approximations and prove that the sequence converges uniformly to the solution of the above problem under suitable assumptions.
