Positive solutions for third-order boundary value problems with the integral boundary conditions and dependence on the first-order derivatives (Q2138344)

Summary: In this paper, by the use of a new fixed point theorem and the Green function of BVPs, the existence of at least one positive solution for the third-order boundary value problem with the integral boundary conditions is considered, where there is a nonnegative continuous function. Finally, an example which to illustrate the main conclusions of this paper is given.