Ny L.A., Redig F. — Short Time Conservation of Gibbsianness Under Local Stochastic Evolutions
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Название: Short Time Conservation of Gibbsianness Under Local Stochastic Evolutions
Авторы: Ny L.A., Redig F.
Аннотация:
Journal of Statistical Physics, Vol. 109, Nos. 5/6, December 2002. p. 1073-1090.
We prove that a Gibbs measure with a finite range interaction evolved under a general reversible local stochastic dynamics remains Gibbsian for a short interval of time. This generalizes previous results for Glauber dynamics.
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