Olle Häggström

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Yuval Peresyuvalperes.comVerified email at yuvalperes.com
Elchanan MosselProfessor of Mathematics, MITVerified email at mit.edu
Devdatt DubhashiProfessor ChalmersVerified email at chalmers.se
Alessandro PanconesiComputer Science - Sapienza, University of RomeVerified email at di.uniroma1.it
Claudia TebaldiJGCRI and Climate CentralVerified email at climatecentral.org
Daniel J.A. JohanssonAssociate Professor, ChalmersVerified email at chalmers.se
Russell LyonsProfessor of Mathematics, Indiana UniversityVerified email at indiana.edu
Kimmo ErikssonMälardalen University and Stockholm UniversityVerified email at mdh.se
Jesper MøllerProfessor in Statistics, Aalborg UniversityVerified email at math.aau.dk
Chiara Petriolicomputer science professor, university of rome la sapienzaVerified email at di.uniroma1.it
Jeffrey S. RosenthalProfessor of Statistics, University of TorontoVerified email at math.toronto.edu
Mauro SozioProfessor of Computer Science at Institut Polytechnique de Paris, Telecom ParisVerified email at telecom-paristech.fr
Søren AsmussenProfessor at Department of Mathematics, Aarhus UniversityVerified email at imf.au.dk
Andrea VitalettiAssociate Proefssor, Sapienza University Rome ItalyVerified email at diag.uniroma1.it
Lorenzo OrecchiaUniversity of Chicago, Computer ScienceVerified email at bu.edu
Johan WessbergProfessor of Neurophysiology, University of Gothenburg, SwedenVerified email at gu.se
Eric CatorProfessor of Applied Stochastics, Radboud University NijmegenVerified email at math.ru.nl
Vilhelm VerendelPhD student in Complex Systems, Chalmers University of TechnologyVerified email at chalmers.se
Fredrik EngströmUniversity of GothenburgVerified email at gu.se
Ann-Marie PendrillUniversity of Göteborg and University of LundVerified email at physics.gu.se

Olle Häggström

Professor of Mathematical Statistics, Chalmers University of Technology

Verified email at chalmers.se

Probability Theory Statistical Mechanics Existential Risk


Title Sort by citations Sort by year Sort by title	Cited by Cited by	Year
Finite Markov chains and algorithmic applications O Häggström Cambridge University Press, 2002	751	2002
The random geometry of equilibrium phases HO Georgii, O Häggström, C Maes Phase transitions and critical phenomena 18, 1-142, 2001	236	2001
Nearest neighbor and hard sphere models in continuum percolation O Häggström, R Meester Random Structures & Algorithms 9 (3), 295-315, 1996	141	1996
Characterization results and Markov chain Monte Carlo algorithms including exact simulation for some spatial point processes O Häggström, MCNM Van Lieshout, J Møller Bernoulli 5 (4), 641-658, 1999	130	1999
Infinite clusters in dependent automorphism invariant percolation on trees O Haggstrom The Annals of Probability, 1423-1436, 1997	105	1997
First passage percolation and a model for competing spatial growth O Häggström, R Pemantle Journal of Applied Probability, 683-692, 1998	97	1998
Dynamical percolation H Olle, P Yuval, ES Jeffrey Annales de l'Institut Henri Poincare (B) Probability and Statistics 33 (4 …, 1997	95	1997
Phase transition in continuum Potts models HO Georgii, O Häggström Communications in mathematical physics 181 (2), 507-528, 1996	89	1996
Monotonicity of uniqueness for percolation on Cayley graphs: all infinite clusters are born simultaneously O Häggström, Y Peres Probability Theory and Related Fields 113 (2), 273-285, 1999	88	1999
Exact sampling from anti‐monotone systems O Häggström, K Nelander Statistica Neerlandica 52 (3), 360-380, 1998	80	1998
Nonmonotonic behavior in hard-core and Widom–Rowlinson models GR Brightwell, O Häggström, P Winkler Journal of statistical physics 94 (3), 415-435, 1999	73	1999
Random-cluster measures and uniform spanning trees O Häggström Stochastic processes and their applications 59 (2), 267-275, 1995	71	1995
Percolation on transitive graphs as a coalescent process: relentless merging followed by simultaneous uniqueness O Häggström, Y Peres, RH Schonmann Perplexing problems in probability, 69-90, 1999	69	1999
The random-cluster model on a homogeneous tree O Häggström Probability Theory and Related Fields 104 (2), 231-253, 1996	64	1996
Uniqueness and non-uniqueness in percolation theory O Häggström, J Jonasson Probability Surveys 3, 289-344, 2006	63	2006
Here be dragons: Science, technology and the future of humanity O Häggström Oxford University Press, 2016	61	2016
On exact simulation of Markov random fields using coupling from the past O Haggstrom, K Nelander Scandinavian Journal of Statistics 26 (3), 395-411, 1999	59	1999
Explicit isoperimetric constants and phase transitions in the random-cluster model O Häggström, J Jonasson, R Lyons The Annals of Probability 30 (1), 443-473, 2002	57	2002
Equilibrium climate sensitivity in light of observations over the warming hiatus DJA Johansson, BC O’Neill, C Tebaldi, O Häggström Nature Climate Change 5 (5), 449-453, 2015	51	2015
Markov random fields and percolation on general graphs O Häggström Advances in Applied Probability, 39-66, 2000	50	2000

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