• Online versions of publications of Ronald Meester🔍
• Markov chains with exponential return times are finitary🔍
• Generalized Divide and Color Models🔍
• Wenderholme🔍
• The Life and Mathematical Legacy of Thomas M. Liggett.🔍
• Rodrigo Bissacot🔍
• Asymptotic Shapes for Stationary First Passage Percolation🔍
• Random walk in random scenery🔍

Online versions of publications of Ronald Meester

2. A simple proof of the exponential convergence of the modified Jacobi-Perron algorithm, appeared in Ergodic Theory and Dynamical Systems. 3.

Markov chains with exponential return times are finitary - arXiv

Recall that a Markov chain on a countable state space is called ergodic if it is irreducible, aperiodic and positive recurrent. Note that we ...

Survey: Information flow on trees - Wharton Faculty Platform

The theory of finite markov chains implies that if the underlying markov chain is ergodic ... I thank. Olle Häggström, Claire Kenyon, L`aszl`o Lov`asz, Jeff Steif ...

Generalized Divide and Color Models - OUCI

... Steif, Jeffrey E., Ann. Probab., № 39 https://doi.org/10.1214/11-AOP664 ... An introduction to ergodic theory, volume 79 of Graduate Texts in Mathematics.

Wenderholme, A Story of Lancashire and Yorkshire.|Philip Gilbert ...

... Theory - Ukulele Chord Theory - Circle of Fifths (Learn Piano With Rosa)| ... Notes by H. Buxton Forman [ 1910 ]|John Keats. Gag bonanza|Robert Orben ...

The Life and Mathematical Legacy of Thomas M. Liggett. - CSUSM

known subadditive ergodic theorem. These days ... Rumlet, Rinaldo Schinazi, Jason Schweinsberg, Jeff Steif, Wenping Tang, Balint. Toth, Yuan Zhang, and me.

Rodrigo Bissacot - statisticalmechanics2013 - Google Sites

- Entropy and equilibrium states in Classical Statistical Mechanics. O.E. Lanford. Lecture notes in Physics, vol. 20, Springer-Verlag, (1973). - The Theory of ...

Asymptotic Shapes for Stationary First Passage Percolation - jstor

like to thank his advisor Jeff Steif for encouragement and support. Both au- thors ... Subadditive ergodic theory. Ann. Probab. 1 883-909. ORNSTEIN, D. and WEISS ...

Random walk in random scenery: A survey of some recent results

Theorem 2.6 (Steif [39]). For simple random walk on Zd, the associated ... Ergodic Theory Dynam. Systems 6, 4, 583–599. MR873434. [37] Shields, P. C. ...

The voter model with anti-voter bonds - Numdam

Gantert, Nina ; Löwe, Matthias ; Steif, Jeffrey E. Annales de l'I.H.P. ... Donnelly, D. Welsh, The antivoter problem: random 2-colourings of graphs, in: Graph ...

Scientific Report for the year 1995 - Erwin Schrödinger Institute

tems, Statistical Mechanics, Ergodic Theory, 1995 02 28-1995 03 01 ... Steif Jeffrey, University S-41296 Göteburg, [email protected] ...

Postulez à l'IPAG Business School - École de Management

Notes on Kant's Theory of Morals|Albert W. J. Harper. Tennyson and Clio ... Ergodic Theory and Semisimple Groups (Monographs in Mathematics)|Robert J.

Phase transitions in long-range Ising models and an ... - DiVA portal

The authors would like to thank Jeff Steif for stimu- ... Sidoravicius, Nonuniqueness for speci- fications in `2+ , to appear in Ergodic Theory Dynam.

Stationary determinantal processes: Phase multiplicity, Bernoullicity ...

den Hollander and J. E. Steif, On $\mathrmK$-automorphisms, Bernoulli shifts and Markov random fields, Ergodic Theory Dynam. Systems  ...