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학술저널

ANALYTIC OPERATOR-VALUED FEYNMAN INTEGRAL ASSOCIATED WITH REGULAR DIRICHLET FORM

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I study the extension of the definition of the analytic operator-valued Feynman integral to potentials given by a class of signed measures described in terms of additive functionals associated with regular Dirichlet forms.

ABSTRACT

0. Introduction

1. Feynman-Kac formula related with regular Dirichlet form

2. An existence of operator-valued function space integral related with some smooth measure μ

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