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학술저널

A Property of Borel Subsets of Wiener Space

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Wiener measure m(λΒ) can behave arbitrarily badly as a function of λ for Wiener measurable sets Β. We show however that m(λΒ) is Borel measurable with respect to λ for any Borel subset Β of C₀[0, 1].

ABSTRACT

1. Introduction

2. Theorem

REFERENCES

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