In this article we investigate some impulsive integro-functional inequalities for functions of n independent variables. The problem of reducing multidimensional integro-sum functional inequalities to one-dimensional inequalities is also considered (using conditions of Chaplygin problem solvability for impulsive integral inequalities). Some new analogies of Wendroff–type inequalities for discontinuous functions with finite jumps are obtained .
Multidimensional impulse inequalities and general Bihari type inequalities for discontinuous functions with delay
PICCIRILLO, Anna Maria
2012
Abstract
In this article we investigate some impulsive integro-functional inequalities for functions of n independent variables. The problem of reducing multidimensional integro-sum functional inequalities to one-dimensional inequalities is also considered (using conditions of Chaplygin problem solvability for impulsive integral inequalities). Some new analogies of Wendroff–type inequalities for discontinuous functions with finite jumps are obtained .File in questo prodotto:
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