We establish the renormalization property for essentially bounded solutions of the continuity equation associated to bounded variation (BV) fields in Wiener spaces, with values in the associated Cameron-Martin space; thus obtaining, by standard arguments, new uniqueness and stability results for correspondent Lagrangian flows.

Lagrangian flows driven by BV fields in Wiener spaces

TREVISAN, DARIO
2014

Abstract

We establish the renormalization property for essentially bounded solutions of the continuity equation associated to bounded variation (BV) fields in Wiener spaces, with values in the associated Cameron-Martin space; thus obtaining, by standard arguments, new uniqueness and stability results for correspondent Lagrangian flows.
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Utilizza questo identificativo per citare o creare un link a questo documento: https://hdl.handle.net/11568/750162
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