World's Best Scientists 2026 revealed!

D-Index & Metrics

Mathematics

D-Index
58
Citations
11989
World Ranking
641
National Ranking
30

Overview

Gunter M. Schütz is affiliated with Forschungszentrum Jülich in Germany and has contributed extensively to the fields of physics and mathematics, with a particular focus on mathematical physics and statistical mechanics. Their research spans diverse subfields including condensed matter physics, statistical and nonlinear physics, and molecular biology.

The main topics explored in Gunter M. Schütz's work include stochastic processes and statistical mechanics, theoretical and computational physics, advanced thermodynamics and statistical mechanics, random matrices and applications, advanced mathematical theories, RNA and protein synthesis mechanisms, and protein structure and dynamics.

Their publication record shows a strong presence in prominent scientific journals. Frequent venues of publication are:

  • arXiv (Cornell University)
  • Journal of Physics A Mathematical and Theoretical
  • Physical Review E
  • Journal of Statistical Physics
  • The European Physical Journal Special Topics

Among recent papers, several notable contributions stand out:

  • "A reverse duality for the ASEP with open boundaries", 2023, Journal of Physics A Mathematical and Theoretical
  • "Stochastic thermodynamics and modes of operation of a ribosome: A network theoretic perspective", 2020, Physical Review E
  • "A lattice Gas Model for Generic One-Dimensional Hamiltonian Systems", 2021, Journal of Statistical Physics
  • "Similarity revisited: shock random walks in the asymmetric simple exclusion process with open boundaries", 2023, The European Physical Journal Special Topics
  • "Duality from integrability: annihilating random walks with pair deposition", 2020, Journal of Physics A Mathematical and Theoretical

Collaboration has been a notable aspect of their research activities. Frequent co-authors include:

  • Dragi Karevski
  • Sören Schweers
  • Philipp Maass
  • Vladimir Belitsky
  • David F. Locher

Gunter M. Schütz's work reflects integration of advanced theoretical concepts in physics and mathematics, emphasizing stochastic and statistical mechanics models, alongside applications in molecular biology. Their research contributes to understanding complex systems through analytical and computational frameworks.

Best Publications

  • Exactly solvable models for many-body systems far from equilibrium

    G.M. Schütz

  • Phase transitions in an exactly soluble one-dimensional exclusion process

    G. Schütz;E. Domany

  • Phase diagram of one-dimensional driven lattice gases with open boundaries

    Anatoly B Kolomeisky;Gunter M Schütz;Eugene B Kolomeisky;Joseph P Straley

  • EXACT SOLUTION OF THE MASTER EQUATION FOR THE ASYMMETRIC EXCLUSION PROCESS

    Gunter M. Schütz

  • Fluctuation theorems for stochastic dynamics

    R J Harris;G M Schütz

  • Elephants can always remember: Exact long-range memory effects in a non-Markovian random walk

    Gunter M. Schütz;Steffen Trimper

  • Real-time dynamics in spin-1/2 chains with adaptive time-dependent density matrix renormalization group.

    Dominique Gobert;Corinna Kollath;Ulrich Schollwöck;Gunter Schütz

  • Steady-state selection in driven diffusive systems with open boundaries

    V. Popkov;G. M. Schütz

  • Condensation in the zero range process: stationary and dynamical properties

    Stefan Grosskinsky;Gunter M. Schuetz;Herbert Spohn

  • Finite-lattice extrapolation algorithms

    Malte Henkel;Gunter Schutz

  • Condensation in the zero range process: stationary and dynamical properties

    Stefan Großkinsky;Gunter M. Schütz;Herbert Spohn

  • Transport in the XX chain at zero temperature: emergence of flat magnetization profiles.

    T. Antal;Z. Rácz;A. Rákos;A. Rákos;G. M. Schütz

  • Critical phenomena and universal dynamics in one-dimensional driven diffusive systems with two species of particles

    Gunter M Schütz

  • Criterion for phase separation in one-dimensional driven systems

    Y. Kafri;E. Levine;D. Mukamel;G. M. Schütz

  • Non-Abelian symmetries of stochastic processes: Derivation of correlation functions for random-vertex models and disordered-interacting-particle systems

    Gunter Schütz;Sven Sandow

  • Minimal current phase and universal boundary layers in driven diffusive systems

    J. S. Hager;J. Krug;V. Popkov;G. M. Schütz

  • Generalized Bethe ansatz solution of a one-dimensional asymmetric exclusion process on a ring with blockage

    G. Schütz

  • Exact Matrix Product Solution for the Boundary-Driven Lindblad XXZ Chain

    D. Karevski;V. Popkov;V. Popkov;Gunter M. Schütz

  • ASEP on a ring conditioned on enhanced flux

    Vladislav Popkov;Vladislav Popkov;Gunter M Schütz;Gunter M Schütz;Damien Simon

  • Current Distribution and Random Matrix Ensembles for an Integrable Asymmetric Fragmentation Process

    A. Rákos;G.M. Schütz

  • Localization of shocks in driven diffusive systems without particle number conservation.

    V. Popkov;A. Rakos;R. D. Willmann;A. B. Kolomeisky

Frequent Co-Authors

Malte Henkel
Malte Henkel University of Lorraine
Anatoly B. Kolomeisky
Anatoly B. Kolomeisky Rice University
Jörg Kärger
Jörg Kärger Leipzig University
Enzo Orlandini
Enzo Orlandini University of Padua
Herbert Spohn
Herbert Spohn Technical University of Munich
Dirk Helbing
Dirk Helbing ETH Zurich

If you think any of the details on this page are incorrect, let us know.

Report an issue

We appreciate your kind effort to assist us to improve this page, it would be helpful providing us with as much detail as possible in the text box below:

Related Online Degrees & Career Pathways

For students passionate about mathematics, diverse online degree options can complement or expand career opportunities. Combining math expertise with business acumen is increasingly valuable. For instance, exploring the cheapest online master's in finance offers a cost-effective route to mastering financial modeling and quantitative analysis, skills critical in banking and investment sectors.

If leadership roles are the goal, pursuing an accelerated path can be advantageous. The fastest MBA online programs allow students to earn credentials quickly while balancing work or research, opening doors to management positions in finance, tech, or analytics.

Another dynamic pathway is the intersection of math with marketing data. Gaining expertise through an MS in digital marketing degree cost USA program enables students to master data-driven marketing strategies, offering lucrative career potentials in digital analytics and strategy.

For those seeking a balanced pace, year long MBA programs provide an intensive curriculum that blends theoretical knowledge with practical business applications, ideal for math graduates aiming for executive roles.

Best Scientists Citing Gunter M. Schütz

Trending Scientists

Recently Published Articles