Some duality results for the capacity theory related to non symmetric Dirichlet forms


This paper deals with some dual formulations related to the capacity of a set in the framework of coercive closed forms. Through the theory of dual variational inequalities introduced by Mosco in [14] one gets some suitable relations between potential and capacitary distribution which become equalities for Dirichlet forms.

DOI Code: 10.1285/i15900932v16n1p81

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