In this article,we investigate the oscillations of boundary value problems for a class of neutral vector hyperbolic partial differential equations.By employing the concept of H-oscillation introduced by Domslak and the method of reducing dimension with scalar product,we reduce the multi-dimensional oscillation problems to the nonexistence problems of positive solutions of one-dimensional functional differential inequalities,some new sufficient conditions for the H-oscillation of all solutions of the boundary value problems are obtain...
