On the structure of bounded smooth measures associated with a quasi-regular Dirichlet form

17 Jul 2017 Klimsiak Tomasz Rozkosz Andrzej

We consider a quasi-regular Dirichlet form. We show that a bounded signed measure charges no set of zero capacity associated with the form if and only if the measure can be decomposed into the sum of an integrable function and a bounded linear functional on the domain of the form... (read more)

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  • FUNCTIONAL ANALYSIS