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 .
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Utilizza questo identificativo per citare o creare un link a questo documento: https://hdl.handle.net/11591/185435
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