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John Christopher Eilbeck

John Christopher Eilbeck

D-Index & Metrics

Mathematics

D-Index
44
Citations
9949
World Ranking
1563
National Ranking
108

Research.com Recognitions

  • 1987 - Fellow of the Royal Society of Edinburgh

Overview

John Christopher Eilbeck is affiliated with Heriot-Watt University in the United Kingdom and conducts research primarily within the field of Physics and Astronomy. Their work spans several subfields, including Statistical and Nonlinear Physics, Atomic and Molecular Physics and Optics, Molecular Biology, Mathematical Physics, and Computational Theory and Mathematics.

The research topics addressed in their publications include:

  • Nonlinear Photonic Systems
  • Advanced Fiber Laser Technologies
  • Cold Atom Physics and Bose-Einstein Condensates
  • Advanced mathematical theories
  • Model Reduction and Neural Networks
  • Advanced Mathematical Modeling in Engineering
  • Stroke Rehabilitation and Recovery

Recent papers featuring John Christopher Eilbeck as an author cover a range of topics and publication venues:

  • "Two-dimensional mobile breather scattering in a hexagonal crystal lattice," 2021, Physical Review. E
  • "Theory of heat equations for sigma functions," 2025, Glasgow Mathematical Journal
  • "Statistical Evidence for a Helical Nascent Chain," 2021, Biomolecules
  • "Data mining versus manual screening to select papers for inclusion in systematic reviews: a novel method to increase efficiency," 2023, International Journal of Rehabilitation Research

Their frequent collaborators include researchers such as Jānis Bajārs, Benedict Leimkuhler, John Gibbons, Yoshihiro Ônishi, and Seidai Yasuda.

Publications have appeared in venues including:

  • Physical Review. E
  • Glasgow Mathematical Journal
  • International Journal of Rehabilitation Research
  • Biomolecules

John Christopher Eilbeck's contributions extend into interdisciplinary areas involving molecular biology alongside core physics studies. Their work covers theoretical developments and computational methods with potential applications in engineering and rehabilitation.

In recognition of their work, they were awarded the title of Fellow of the Royal Society of Edinburgh in 1987.

Best Publications

  • Solitons and Nonlinear Wave Equations

    R. K. Dodd;H. C. Morris;J. C. Eilbeck;J. D. Gibbon

  • The discrete self-trapping equation

    J.C. Eilbeck;P.S. Lomdahl;A.C. Scott

  • Solitons in nonlinear optics. I. A more accurate description of the 2π pulse in self-induced transparency

    J C Eilbeck;J D Gibbon;P J Caudrey;R K Bullough

  • The sine-Gordon equation as a model classical field theory

    P. J. Caudrey;J. C. Eilbeck;J. D. Gibbon

  • Numerical study of the regularized long-wave equation I: Numerical methods

    J.C. Eilbeck;G.R. McGuire

  • Numerical Study of the Regularized Long-Wave Equation. II: Interaction of Solitary Waves

    J.C Eilbeck;G.R McGuire

  • Quantum lattice solitons

    A. C. Scott;A. C. Scott;J. C. Eilbeck;H. Gilhøj

  • Solitons on lattices

    D. B. Duncan;J. C. Eilbeck;H. Feddersen;J. A. D. Wattis

  • Evidence for moving breathers in a layered crystal insulator at 300?K

    Fiona E M Russell;John Christopher Eilbeck

  • The quantum theory of local modes in a coupled system of nonlinear oscillators

    L Bernstein;J C Eilbeck;A C Scott

  • Localized moving breathers in a 2D hexagonal lattice

    J L Marin;John Christopher Eilbeck;F M Russell

  • Exact Multisoliton Solutions of the Self-Induced Transparency and Sine-Gordon Equations

    P. J. Caudrey;J. D. Gibbon;J. C. Eilbeck;R. K. Bullough

  • Calculation of families of solitary waves on discrete lattices

    J.C. Eilbeck;R. Flesch

  • Linear r-matrix algebra for classical separable systems

    J. C. Eilbeck;V. Z. Enol'skii;Vadim B. Kuznetsov;A. V. Tsiganov

  • Between the local-mode and normal-mode limits

    A.C. Scott;P.S. Lomdahl;J.C. Eilbeck

  • Future Directions of Nonlinear Dynamics in PhysicaL and Biological Systems

    P. L. Christiansen;J. C. Eilbeck;R. D. Parmentier

  • The quantized discrete self-trapping equation

    Alwyn C. Scott;J. C. Eilbeck

  • Quasi–periodic and periodic solutions for coupled nonlinear Schrödinger equations of Manakov type

    P. L. Christiansen;John Christopher Eilbeck;V. Z. Enol'skii;N. A. Kostov

  • Quasi-Periodic and Periodic Solutions for Systems of Coupled Nonlinear SCHR"Odinger Equations

    P. L. Christiansen;J. C. Eilbeck;V. Z. Enolskii;N. A. Kostov

  • Existence and uniqueness of coexistence states for a predator-prey model with diffusion

    A. Casal;J. C. Eilbeck;J. López-Gómez

  • Evidence for moving breathers in a layered crystal insulator at 300K

    F. M. Russell;J. C. Eilbeck

Frequent Co-Authors

John D. Gibbon
John D. Gibbon Imperial College London
Peter Leth Christiansen
Peter Leth Christiansen Technical University of Denmark
Julián López-Gómez
Julián López-Gómez Complutense University of Madrid
Vladimir E. Zakharov
Vladimir E. Zakharov Landau Institute for Theoretical Physics
Benedict Leimkuhler
Benedict Leimkuhler University of Edinburgh
Sergei K. Turitsyn
Sergei K. Turitsyn Aston University
Thierry Dauxois
Thierry Dauxois École Normale Supérieure de Lyon
Ewan M. Wright
Ewan M. Wright University of Arizona
Alan C. Newell
Alan C. Newell University of Arizona

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