We discuss Weierstrass-Cesari integral, for nonlinear parametric integrands, over a variety not necessarely continuous nor Sobolev's. In partcular, we introduce a suitable new condition of quasi-additivity type for a couple of set functions which reveals to be the key result.

A quasi-additivity type condition and the integral over a BV variety

BRANDI, Primo;SALVADORI, Anna
1990

Abstract

We discuss Weierstrass-Cesari integral, for nonlinear parametric integrands, over a variety not necessarely continuous nor Sobolev's. In partcular, we introduce a suitable new condition of quasi-additivity type for a couple of set functions which reveals to be the key result.
1990
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Utilizza questo identificativo per citare o creare un link a questo documento: https://hdl.handle.net/11391/915008
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