World's Best Scientists 2026 revealed!

D-Index & Metrics

Mathematics

D-Index
31
Citations
3777
World Ranking
3352
National Ranking
27

Best Publications

  • Finite Markov Chains and Algorithmic Applications

    Olle Häggström

  • The random geometry of equilibrium phases

    Hans-Otto Georgii;Olle Häggström;Christian Maes

  • Characterization results and Markov chain Monte Carlo algorithms including exact simulation for some spatial point processes

    Olle Häggström;Marie-Colette N.M. Van Lieshout;Jesper Møller

  • First passage percolation and a model for competing spatial growth

    Olle Häggström;Robin Pemantle

  • Infinite clusters in dependent automorphism invariant percolation on trees

    Olle Häggström

  • PHASE TRANSITION IN CONTINUUM POTTS MODELS

    H. O. Georgii;O. Häggström

  • Monotonicity of uniqueness for percolation on Cayley graphs: all infinite clusters are born simultaneously

    Olle Häggström;Yuval Peres

  • The random-cluster model on a homogeneous tree

    Olle Häggström

  • Exact sampling from anti-monotone systems

    Olle Häggström;Karin Nelander

  • Uniqueness and Non-uniqueness in Percolation Theory

    Olle Häggström;Johan Jonasson

  • Nonmonotonic behavior in hard-core and Widom-Rowlinson models

    Graham R. Brightwell;Olle Häggström;Peter Winkler

  • Random-cluster measures and uniform spanning trees

    Olle Häggström

  • Percolation on Transitive Graphs as a Coalescent Process: Relentless Merging Followed by Simultaneous Uniqueness

    Olle Häggström;Yuval Peres;Roberto H. Schonmann

  • Explicit Isoperimetric Constants and Phase Transitions in the Random-Cluster Model

    Olle Häggström;Johan Jonasson;Russell Lyons

  • Absence of mutual unbounded growth for almost all parameter values in the two-type Richardson model

    Olle Häggström;Robin Pemantle

  • On Random Graph Homomorphisms into Z

    Itai Benjamini;Olle Häggström;Elchanan Mossel

  • On the central limit theorem for geometrically ergodic Markov chains

    Olle Häggström

  • On Exact Simulation of Markov Random Fields Using Coupling from the Past

    Olle Haggstrom;Karin Nelander

  • Lord's paradox in a continuous setting and a regression artifact in numerical cognition research.

    Kimmo Eriksson;Olle Häggström

  • Asymptotic shapes for stationary first passage percolation

    Olle Haggstrom;Ronald Meester

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