Higher-Order Functional Discontinuous Boundary Value Problems on the Half-Line

In this paper, we consider a discontinuous, fully nonlinear, higher-order equation on the half-line, together with functional boundary conditions, given by general continuous functions dependence several derivatives and asymptotic information (n−1)th derivative of unknown function. These conditions generalize usual data allow other types global assumptions function its derivatives, such as nonlocal, integro-differential, infinite multipoint, maximum or minimum arguments, among others. Considering half-line domain carries lack compactness, which is overcome definition space weighted norms, equiconvergence at ∞. last section, an example illustrates applicability our main result.