2026 Marek Biskup: Mathematics Researcher – H-Index, Publications & Awards

Overview

Marek Biskup is affiliated with the University of California, Los Angeles, in the United States. Their research primarily focuses on the field of Mathematics, with significant contributions to subfields such as Mathematical Physics, Condensed Matter Physics, Geometry and Topology, Statistics and Probability, and Molecular Biology.

The work conducted by Biskup centers around topics including stochastic processes and statistical mechanics, theoretical and computational physics, mathematical dynamics and fractals, geometry and complex manifolds, diffusion and search dynamics, Markov chains and Monte Carlo methods, and stochastic processes with financial applications.

Biskup has published extensively, with notable papers including:

Conformal Symmetries in the Extremal Process of Two-Dimensional Discrete Gaussian Free Field (2020), Communications in Mathematical Physics
Quenched Invariance Principle for a Class of Random Conductance Models with Long-Range Jumps (2020), arXiv (Cornell University)
Exceptional Points of Two-Dimensional Random Walks at Multiples of the Cover Time (2022), Probability Theory and Related Fields
Exceptional Points of Discrete-Time Random Walks in Planar Domains (2023), Electronic Journal of Probability
Quenched Invariance Principle for a Class of Random Conductance Models with Long-Range Jumps (2021), Probability Theory and Related Fields

Frequent collaborators in Biskup's research include Oren Louidor, Stephan Gufler, Takashi Kumagai, Yoshihiro Abe, and Andrew Krieger.

Publications appear most often in the following venues:

arXiv (Cornell University)
Probability Theory and Related Fields
Electronic Journal of Probability
Journal of Statistical Physics
Communications in Mathematical Physics

Best Publications

Quenched invariance principle for simple random walk on percolation clusters

Noam Berger;Marek Biskup

254
Citations
Recent progress on the Random Conductance Model

Marek Biskup

199
Citations
On the scaling of the chemical distance in long-range percolation models

Marek Biskup

144
Citations
Functional CLT for Random Walk Among Bounded Random Conductances

Marek Biskup;Timothy M Prescott

137
Citations
On the formation/dissolution of equilibrium droplets

Marek Biskup;Lincoln Chayes;Roman Kotecky

109
Citations
Anomalous heat-kernel decay for random walk among bounded random conductances

Noam Berger;Marek Biskup;Christopher E. Hoffman;Gady Kozma

107
Citations
On the formation/dissolution of equilibrium droplets

M. Biskup;L. Chayes;R. Kotecký

104
Citations
Long-time tails in the parabolic Anderson model with bounded potential

Marek Biskup;Wolfgang König

101
Citations
General theory of lee-yang zeros in models with first-order phase transitions

M. Biskup;C. Borgs;J. T. Chayes;L. J. Kleinwaks

98
Citations
Extreme Local Extrema of Two-Dimensional Discrete Gaussian Free Field

Marek Biskup;Oren Louidor;Oren Louidor

96
Citations
Reflection Positivity and Phase Transitions in Lattice Spin Models

Marek Biskup

92
Citations
Phase coexistence of gradient Gibbs states

Marek Biskup;Roman Kotecký

78
Citations
Full extremal process, cluster law and freezing for the two-dimensional discrete Gaussian Free Field

Marek Biskup;Marek Biskup;Oren Louidor

70
Citations
Orbital order in classical models of transition-metal compounds

Zohar Nussinov;Marek Biskup;Lincoln Chayes;Jeroen van den Brink

70
Citations
Critical region for droplet formation in the two-dimensional Ising model

Marek Biskup;Lincoln Chayes;Roman Kotecky

65
Citations
Mean-Field Driven First-Order Phase Transitions in Systems with Long-Range Interactions

Marek Biskup;Lincoln Chayes;Nicholas Crawford

61
Citations
A heteropolymer near a linear interface

Marek Biskup;den WThF Frank Hollander

61
Citations
Critical region for droplet formation in the two-dimensional ising model

Marek Biskup;Lincoln Chayes;Roman Kotecký

58
Citations
Rigorous Analysis of Discontinuous Phase Transitions via Mean-Field Bounds

Marek Biskup;Lincoln Chayes

55
Citations
Extrema of the Two-Dimensional Discrete Gaussian Free Field

Marek Biskup

50
Citations

Frequent Co-Authors

Jennifer Chayes University of California, Berkeley

Christian Borgs University of California, Berkeley

Steven A. Kivelson Stanford University

Takashi Kumagai Waseda University

Roberto H. Schonmann University of California, Los Angeles

Herbert Spohn Technical University of Munich

Anton Bovier University of Bonn

David C. Brydges University of British Columbia

Remco van der Hofstad Eindhoven University of Technology

Jeroen van den Brink Leibniz Institute for Solid State and Materials Research

External Links

Personal website of Marek Biskup

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