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

L. Xu, B. Zegarlinski

Research output: Book/ReportReportAcademic

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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 languageEnglish
Place of PublicationEindhoven
PublisherEurandom
Number of pages25
Publication statusPublished - 2011

Publication series

NameReport Eurandom
Volume2011001
ISSN (Print)1389-2355

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Galerkin Approximation
Interaction
Gradient

Cite this

Xu, L., & Zegarlinski, B. (2011). Existence and exponential mixing of infinite white $\alpha$-stable systems with unbounded interactions. (Report Eurandom; Vol. 2011001). Eindhoven: Eurandom.
Xu, L. ; Zegarlinski, B. / Existence and exponential mixing of infinite white $\alpha$-stable systems with unbounded interactions. Eindhoven : Eurandom, 2011. 25 p. (Report Eurandom).
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author = "L. Xu and B. Zegarlinski",
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Xu, L & Zegarlinski, B 2011, Existence and exponential mixing of infinite white $\alpha$-stable systems with unbounded interactions. Report Eurandom, vol. 2011001, Eurandom, Eindhoven.

Existence and exponential mixing of infinite white $\alpha$-stable systems with unbounded interactions. / Xu, L.; Zegarlinski, B.

Eindhoven : Eurandom, 2011. 25 p. (Report Eurandom; Vol. 2011001).

Research output: Book/ReportReportAcademic

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

PB - Eurandom

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Xu L, Zegarlinski B. Existence and exponential mixing of infinite white $\alpha$-stable systems with unbounded interactions. Eindhoven: Eurandom, 2011. 25 p. (Report Eurandom).