World's Best Scientists 2026 revealed!

D-Index & Metrics

Mathematics

D-Index
45
Citations
6799
World Ranking
1505
National Ranking
85

Overview

Anton Bovier is affiliated with the University of Bonn in Germany. Their research spans multiple fields, primarily focusing on Mathematics and Biochemistry, Genetics and Molecular Biology. The work encompasses key subfields such as Genetics, Mathematical Physics, Condensed Matter Physics, Finance, and Public Health, Environmental and Occupational Health.

The thematic scope of their research includes stochastic processes and statistical mechanics, theoretical and computational physics, evolution and genetic dynamics, mathematical and theoretical epidemiology and ecology models, genetic associations and epidemiology, as well as stochastic processes and financial applications. Financial risk and volatility modeling also form part of their research topics.

Anton Bovier has published papers in several journals and venues, including:

  • Communications on Pure and Applied Mathematics
  • Communications in Mathematical Physics
  • American Journal of Medical Genetics Part A
  • Journal of Mathematical Biology
  • arXiv (Cornell University)

Notable recent papers include:

  • From 1 to 6: A Finer Analysis of Perturbed Branching Brownian Motion, 2020, Communications on Pure and Applied Mathematics
  • Metastability for Glauber Dynamics on the Complete Graph with Coupling Disorder, 2022, Communications in Mathematical Physics
  • Understanding recessive disease risk in multi-ethnic populations with different degrees of consanguinity, 2023, American Journal of Medical Genetics Part A
  • The speed of invasion in an advancing population, 2023, Journal of Mathematical Biology
  • Branching Brownian Motion with Self-Repulsion, 2022, Annales Henri Poincaré

The scientist frequently collaborates with several co-authors, including Lisa Hartung, Luis A. La Rocca, Konrad Gerischer, Peter Krawitz, and Julia Frank.

Best Publications

  • Metastability in Reversible Diffusion Processes I: Sharp Asymptotics for Capacities and Exit Times

    Anton Bovier;Michael Eckhoff;Véronique Gayrard;Markus Klein

  • Statistical Mechanics of Disordered Systems: A Mathematical Perspective

    Anton Bovier

  • METASTABILITY AND LOW LYING SPECTRA IN REVERSIBLE MARKOV CHAINS

    Anton Bovier;Michael Eckhoff;Véronique Gayrard;Markus Klein

  • Metastability in reversible diffusion processes II. Precise asymptotics for small eigenvalues

    Anton Bovier;Véronique Gayrard;Markus Klein

  • Statistical Mechanics of Disordered Systems

    Anton Bovier

  • Metastability: a potential theoretic approach

    Anton Bovier

  • The extremal process of branching Brownian motion

    Louis-Pierre Arguin;Anton Bovier;Nicola Kistler

  • Metastability in stochastic dynamics of disordered mean-field models

    Anton Bovier;Michael Eckhoff;Véronique Gayrard;Markus Klein

  • Spectral properties of one-dimensional Schrödinger operators with potentials generated by substitutions

    Anton Bovier;Jean-Michel Ghez

  • Spectral Properties of a Tight Binding Hamiltonian with Period Doubling Potential

    Jean Bellissard;Jean Bellissard;Anton Bovier;Jean-Michel Ghez;Jean-Michel Ghez

  • GAP LABELLING THEOREMS FOR ONE DIMENSIONAL DISCRETE SCHRÖDINGER OPERATORS

    Jean Bellissard;Anton Bovier;Jean-Michel Ghez

  • FLUCTUATIONS OF THE FREE ENERGY IN THE REM AND THE P-SPIN SK MODELS

    Anton Bovier;Irina Kurkova;Matthias Löwe

  • Derrida's Generalised Random Energy models 1: models with finitely many hierarchies

    Anton Bovier;Irina Kurkova

  • Glauber Dynamics of the Random Energy Model . I. Metastable Motion on the Extreme States

    Gérard Ben Arous;Anton Bovier;Véronique Gayrard

  • Metastability in Glauber Dynamics in the Low-Temperature Limit: Beyond Exponential Asymptotics

    Anton Bovier;Francesco Manzo

  • Perturbation theory for the random dimer model

    A Bovier

  • Derrida's Generalized Random Energy models 2: models with continuous hierarchies

    Anton Bovier;Irina Kurkova

  • Remarks on the spectral properties of tight-binding and Kronig-Penney models with substitution sequences

    A Bovier;J M Ghez

  • Poissonian statistics in the extremal process of branching Brownian motion

    Louis-Pierre Arguin;Anton Bovier;Nicola Kistler

  • Genealogy of extremal particles of branching Brownian motion

    Louis-Pierre Arguin;Anton Bovier;Nicola Kistler

  • Aging in the Random Energy Model

    Gérard Ben Arous;Anton Bovier;Véronique Gayrard;Véronique Gayrard

Frequent Co-Authors

Gérard Ben Arous
Gérard Ben Arous Courant Institute of Mathematical Sciences
Jean Bellissard
Jean Bellissard Georgia Institute of Technology
Thomas Tüting
Thomas Tüting Otto-von-Guericke University Magdeburg
Abel Klein
Abel Klein University of California, Irvine
Michael Baake
Michael Baake Bielefeld University
Eicke Latz
Eicke Latz German Rheumatism Research Centre
Marek Biskup
Marek Biskup University of California, Los Angeles
Susanne Schmidt
Susanne Schmidt University of Bonn

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