Multidimensional impulse inequalities and genaral Bihari-type inequalities for discontinuous functions with delay

In this article some impulsive integro-functional inequalities for functions of n independent variables are investigate . The problem of reducing multidimensional integro-sum functional inequalities to one-dimensional inequalities is considered too (by using conditions of solvability Chapligin’ problem for impulsive integral inequalities). Some new analogies Wendroff-type inequalities for discontinuous functions with finite jumps are founded.