Existence and exponential mixing of infinite white $\alpha$-stable systems with unbounded interactions

L. Xu; B. Zegarlinski

Existence and exponential mixing of infinite white $\alpha$-stable systems with unbounded interactions

L. Xu, B. Zegarlinski

Eurandom

Research output: Book/Report › Report › Academic

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Abstract

We study an infinite white alpha-stable systems with unbounded interactions, and prove the existence of a solution by Galerkin approximation and an exponential mixing property by an alpha-stable version of gradient bounds.

Original language	English
Place of Publication	Eindhoven
Publisher	Eurandom
Number of pages	25
Publication status	Published - 2011

Publication series

Name	Report Eurandom
Volume	2011001
ISSN (Print)	1389-2355

Access to Document

702637Final published version, 296 KB

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Cite this

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title = "Existence and exponential mixing of infinite white $\alpha$-stable systems with unbounded interactions",

abstract = "We study an infinite white alpha-stable systems with unbounded interactions, and prove the existence of a solution by Galerkin approximation and an exponential mixing property by an alpha-stable version of gradient bounds.",

author = "L. Xu and B. Zegarlinski",

year = "2011",

language = "English",

series = "Report Eurandom",

publisher = "Eurandom",

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PB - Eurandom

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