Large deviation principle at fixed time in Glauber evolutions

A. Le Ny; F.H.J. Redig

Large deviation principle at fixed time in Glauber evolutions

A. Le Ny, F.H.J. Redig

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We consider the evolution of an asymptotically decoupled probability measure v on Ising spin configurations under a Glauber dynamics. We prove that for any t > 0, Vt is asymptotically decoupled and hence satisfies a large deviation principle with the relative entropy density as rate function.

Originele taal-2	Engels
Pagina's (van-tot)	65-74
Tijdschrift	Markov Processes and Related Fields
Volume	10
Nummer van het tijdschrift	1
Status	Gepubliceerd - 2004

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title = "Large deviation principle at fixed time in Glauber evolutions",

abstract = "We consider the evolution of an asymptotically decoupled probability measure v on Ising spin configurations under a Glauber dynamics. We prove that for any t > 0, Vt is asymptotically decoupled and hence satisfies a large deviation principle with the relative entropy density as rate function.",

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M3 - Article

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Large deviation principle at fixed time in Glauber evolutions

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