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Mathematics

D-Index
46
Citations
7792
World Ranking
1370
National Ranking
75

Overview

Malte Henkel is a researcher affiliated with the University of Lorraine in France. Their work primarily falls within the field of Physics and Astronomy, with significant contributions to various subfields such as Statistical and Nonlinear Physics, Atomic and Molecular Physics and Optics, Condensed Matter Physics, Nuclear and High Energy Physics, and Artificial Intelligence.

Their research topics span theoretical and computational physics, quantum many-body systems, opinion dynamics and social influence, quantum chaos and dynamical systems, advanced thermodynamics and statistical mechanics, nonlinear photonic systems, and quantum information and cryptography.

Henkel has contributed to multiple scientific publications in prominent venues including arXiv (Cornell University), Nuclear Physics B, Journal of Physics A Mathematical and Theoretical, Physical Review Letters, and the International Journal of Theoretical Physics.

  • Aging in the Long-Range Ising Model, 2020, Physical Review Letters
  • Retarding field analyzer for the wendelstein 7-X boundary plasma, 2020, Fusion Engineering and Design
  • Schrödinger Symmetry: A Historical Review, 2024, International Journal of Theoretical Physics
  • Meta-Schrödinger invariance, 2022, Nuclear Physics B
  • (Untitled paper), 2021, arXiv (Cornell University)

Frequent co-authors collaborating with Henkel include Stoimen Stoimenov, Sébastien Fumeron, Henrik Christiansen, Suman Majumder, and Wolfhard Janke.

The primary journals and publication venues where Henkel's work appears include:

  • arXiv (Cornell University)
  • Nuclear Physics B
  • Journal of Physics A Mathematical and Theoretical
  • Physical Review Letters
  • International Journal of Theoretical Physics

Henkel's contributions focus on the theoretical foundations and computational aspects of physics, addressing complex systems through statistical mechanics and quantum theories. Their research intersects various domains connecting microscopic particle behavior to macroscopic physical phenomena.

Best Publications

  • Conformal Invariance and Critical Phenomena

    Malte Henkel

  • Reaction - diffusion processes, critical dynamics and quantum chains

    F.C. Alcaraz;M. Droz;M. Henkel;V. Rittenberg

  • SCHR"Odinger Invariance and Strongly Anisotropic Critical Systems

    Malte Henkel

  • Schrodinger Invariance and Strongly Anisotropic Critical Systems

    Malte Henkel;Malte Henkel

  • Finite-lattice extrapolation algorithms

    Malte Henkel;Gunter Schutz

  • Phenomenology of local scale invariance: from conformal invariance to dynamical scaling

    Malte Henkel

  • Schr"odinger invariance and space-time symmetries

    Malte Henkel;Jeremie Unterberger

  • Schrödinger invariance and spacetime symmetries

    Malte Henkel;Jérémie Unterberger

  • Generalized scaling for models with multiple absorbing states

    J F F Mendes;R Dickman;M Henkel;M C Marques

  • Ageing and the Glass Transition

    Malte Henkel;Michel Pleimling;Roland Sanctuary

  • Local Scale Invariance and Strongly Anisotropic Equilibrium Critical Systems

    Malte Henkel

  • Introduction to Conformal Invariance and Its Applications to Critical Phenomena

    Philippe Christe;Malte Henkel;John Cardy

  • Statistical mechanics of the coagulation-diffusion process with a stochastic reset

    Xavier Durang;Malte Henkel;Hyunggyu Park

  • Critical properties of the reaction-diffusion model 2A-->3A, 2A-->0.

    Enrico Carlon;Enrico Carlon;Malte Henkel;Ulrich Schollwöck

  • Aging, phase ordering and conformal invariance

    Malte Henkel;Michel Pleimling;Claude Godrèche;Jean-Marc Luck

  • Density matrix renormalization group and reaction-diffusion processes

    E. Carlon;M. Henkel;U. Schollwöck

  • The statistical mechanics of the coagulation–diffusion process with a stochastic reset

    Xavier Durang;Malte Henkel;Hyunggyu Park

  • Local scale-invariance and ageing in noisy systems

    Alan Picone;Malte Henkel

  • Reaction-Diffusion Processes from Equivalent Integrable Quantum Chains

    Malte Henkel;Enzo Orlandini;Jaime Santos

  • Ageing and dynamical scaling far from equilibrium

    M. Henkel;Michel Pleimling

  • Generalized Scaling for Models with Multiple Absorbing States

    J.F.F. Mendes;Ronald Dickman;Malte Henkel;M. Ceu Marques

  • Finite-Size Scaling

    Malte Henkel

Frequent Co-Authors

Gunter M. Schütz
Gunter M. Schütz Forschungszentrum Jülich
S. Brezinsek
S. Brezinsek Forschungszentrum Jülich
Haye Hinrichsen
Haye Hinrichsen University of Würzburg
Hans J. Herrmann
Hans J. Herrmann ESPCI Paris
Enzo Orlandini
Enzo Orlandini University of Padua
José J. Ramasco
José J. Ramasco Spanish National Research Council
Jean-Marc Luck
Jean-Marc Luck University of Paris-Saclay

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