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Mathematics

D-Index
33
Citations
4600
World Ranking
3047
National Ranking
1226

Overview

Jacques H. H. Perk is affiliated with Oklahoma State University in the United States. Their research spans multiple areas within physics and astronomy, with a focus on complex network analysis techniques and theoretical and computational physics. They have also contributed to topics in mental health research, opinion dynamics and social influence, and molecular spectroscopy and chirality.

The scientist has published several recent papers, including:

  • Comment on "Exact Solution for Three-Dimensional Ising Model" by Degang Zhang followed by Response to the Reply by Degang Zhang, 2021, published in arXiv (Cornell University)
  • Comment on Zhang, D. Exact Solution for Three-Dimensional Ising Model. Symmetry 2021, 13, 1837, 2023, published in Symmetry
  • Personal History with MEF and Some Related Topics, 2023, published in arXiv (Cornell University)

In terms of publication venues, their work primarily appears in:

  • arXiv (Cornell University)
  • Symmetry

Their frequent co-authors include Helen Au-Yang, with whom they have collaborated on multiple occasions.

Jacques H. H. Perk's research covers various subfields of study such as:

  • Statistical and Nonlinear Physics
  • Experimental and Cognitive Psychology
  • Condensed Matter Physics
  • Spectroscopy

Best Publications

  • New solutions of the star-triangle relations for the chiral potts model

    R.J. Baxter;J.H.H. Perk;H. Au-Yang

  • Commuting transfer matrices in the chiral Potts models: Solutions of star-triangle equations with genus>1

    Helen Au-Yang;Barry M. McCoy;Jacques H.H. Perk;Shuang Tang

  • New families of commuting transfer matrices in q state vertex models

    Jacques H.H. Perk;Cherie L. Schultz

  • FUNCTIONAL RELATIONS FOR TRANSFER MATRICES OF THE CHIRAL POTTS MODEL

    R.J. Baxter;V.V. Bazhanov;J.H.H. Perk

  • Autocorrelation function of the x-component of the magnetization in the one-dimensional XY-model

    H.W. Capel;J.H.H. Perk

  • Two-Spin Correlation Functions of an Ising Model with Continuous Exponents

    Barry M. McCoy;Jacques H. H. Perk

  • Commuting transfer matrices for the four-state self-dual chiral Potts model with a genus-three uniformizing fermat curve

    Barry M. McCoy;Jacques H.H. Perk;Shuang Tang;Chih-Han Sah

  • Time-dependent correlation functions of the transverse Ising chain at the critical magnetic field

    Barry M. McCoy;Jacques H.H. Perk;Robert E. Shrock

  • Excitation spectrum and order parameter for the integrable N-state chiral potts model

    Giuseppe Albertini;Barry M. McCoy;Jacques H.H. Perk;Shuang Tang

  • The Susceptibility of the Square Lattice Ising Model: New Developments

    W. P. Orrick;B. Nickel;A. J. Guttmann;J. H. H. Perk

  • Critical correlations in a Z-invariant inhomogeneous ising model

    Helen Au-Yang;Jacques H.H. Perk

  • Time-dependent xx-correlation functions in the one-dimensional XY-model

    J.H.H. Perk;H.W. Capel

  • Yang–Baxter Equations

    Jacques H. H. Perk;Helen Au-Yang

  • On a soluble model of an antiferromagnetic chain with alternating interactions and magnetic moments

    J.H.H. Perk;H.W. Capel;M.J. Zuilhof;Th.J. Siskens

  • Quadratic identities for Ising model correlations

    J.H.H. Perk

  • Eigenvalue Spectrum of the Superintegrable Chiral Potts Model

    Giuseppe Albertini;Barry M. McCoy;Jacques H. H. Perk

  • Commensurate-incommensurate transition in the ground state of the superintegrable chiral Potts model

    Giuseppe Albertini;Barry M. McCoy;Jacques H.H. Perk

  • Onsager’s Star-Triangle Equation: Master Key to Integrability

    Helen Au-Yang;Jacques H.H. Perk

  • Correlation functions of the transverse Ising chain at the critical field for large temporal and spatial separations

    Barry M. McCoy;Jacques H.H. Perk;Robert E. Shrock

  • Finite-temperature correlations for the Ising chain in a transverse field

    J.H.H. Perk;H.W. Capel;G.R.W. Quispel;F.W. Nijhoff

  • New Results for the Correlation Functions of the Ising Model and the Transverse Ising Chain

    Jacques H. H. Perk;Helen Au-Yang;Helen Au-Yang

  • Ising Field Theory: Quadratic Difference Equations for the n -Point Green's Functions on the Lattice

    Barry M. McCoy;Jacques H. H. Perk;Tai Tsun Wu

Frequent Co-Authors

Anthony J. Guttmann
Anthony J. Guttmann University of Melbourne
Robert Shrock
Robert Shrock Stony Brook University
G. R. W. Quispel
G. R. W. Quispel La Trobe University
Frank W. Nijhoff
Frank W. Nijhoff University of Leeds
Peter J. Forrester
Peter J. Forrester University of Melbourne
F. Y. Wu
F. Y. Wu Northeastern University
Michael E. Fisher
Michael E. Fisher University of Maryland, College Park
Girish S. Agarwal
Girish S. Agarwal Texas A&M University
Vladimir V. Bazhanov
Vladimir V. Bazhanov Australian National University

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