In this paper, we study an ODE of the form b0u(4)+b1u′′+b2u + b3u3+b4u5=0,′=d dz,which includes, as a special case, the stationary case of the cubic-quintic
In 1969, Ky Fan[3] proved that for any continuous function f from a compact convex subset M of a normed linear space X into X, there exists x ∈ M such that f (x) - x = dist( f (x), M). Since then, the
In this paper, we consider a countable family of surjective mappings {Tn}n∈N satisfying certain quasi-contractive conditions. We also construct a convergent se