A central limit theorem for Gibbs measur
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Volker Betz; Herbert Spohn
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Article
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2004
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Springer
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English
β 230 KB
We study a Gibbs measure over Brownian motion with a pair potential which depends only on the increments. Assuming a particular form of this pair potential, we establish that in the infinite volume limit the Gibbs measure can be viewed as Brownian motion moving in a dynamic random environment. There