We prove some existence theorems for the Fubini-Tonelli integral in the Weierstrass sense (with respect to Vinti's "intermediate" setting) along CBV Curves, and for a class of separately convex functions satisfying assumptions weaker than those taken into account by other authors: for this larger class we prove that the associated function verifies the hypotheses of a new integrability theorem.

L'integrale di Fubini-Tonelli alla Weierstrass-Burkill lungo coppie di curve continue

MARTELLOTTI, Anna
1986

Abstract

We prove some existence theorems for the Fubini-Tonelli integral in the Weierstrass sense (with respect to Vinti's "intermediate" setting) along CBV Curves, and for a class of separately convex functions satisfying assumptions weaker than those taken into account by other authors: for this larger class we prove that the associated function verifies the hypotheses of a new integrability theorem.
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Utilizza questo identificativo per citare o creare un link a questo documento: https://hdl.handle.net/11391/913019
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