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Mathematics

D-Index
37
Citations
5684
World Ranking
2504
National Ranking
165

Research.com Recognitions

  • 1995 - Fellow of the Royal Society, United Kingdom

Overview

Edward Corrigan is a researcher affiliated with the University of York in the United Kingdom, with a focus on physics and computer science. Their body of work spans several interconnected fields and subfields, including nuclear and high energy physics, statistical and nonlinear physics, computational theory and mathematics, artificial intelligence, and mathematical physics.

The main topics addressed in their research encompass nonlinear photonic systems, particle physics theoretical and experimental studies, black holes and theoretical physics, nonlinear waves and solitons, advanced mathematical modeling in engineering, matrix theory and algorithms, and computational physics with applications in Python.

Corrigan's recent published papers include:

  • Integrable defects at junctions within a network, 2020, Journal of Physics A Mathematical and Theoretical
  • David Olive: his life and work, 2020, arXiv (Cornell University)
  • David Ian Olive. 16 April 1937-7 November 2012, 2020, Biographical Memoirs of Fellows of the Royal Society
  • Adding integrable defects to the Boussinesq equation, 2023, arXiv (Cornell University)
  • Adding integrable defects to the Boussinesq equation, 2023, Journal of Physics A Mathematical and Theoretical

The venues where Edward Corrigan publishes most frequently include the Journal of Physics A Mathematical and Theoretical, arXiv (Cornell University), and Biographical Memoirs of Fellows of the Royal Society.

Frequent collaborators in their research are C Zambon and Peter Goddard. This indicates engagement within communities focused on theoretical and applied aspects of physics and mathematics.

Edward Corrigan was recognized in 1995 as a Fellow of the Royal Society, United Kingdom. This distinction is among the noted awards in their professional record.

Best Publications

  • Affine Toda field theory and exact S-matrices

    H.W. Braden;E. Corrigan;P.E. Dorey;R. Sasaki

  • First-order equations for gauge fields in spaces of dimension greater than four

    E. Corrigan;C. Devchand;D.B. Fairlie;J. Nuyts

  • Scalar field theory and exact solutions to a classical SU (2) gauge theory

    Edward Corrigan;D.B. Fairlie

  • A green function for the general self-dual gauge field

    E.F. Corrigan;D.B. Fairlie;S. Templeton;P. Goddard

  • The construction of self-dual solutions to SU(2) gauge theory

    E. F. Corrigan;D. B. Fairlie;R. G. Yates;P. Goddard

  • Construction of instanton and monopole solutions and reciprocity

    Edward Corrigan;P. Goddard

  • Magnetic monopoles in SU(3) gauge theories

    Edward Corrigan;David I. Olive;David I. Olive;D.B. Fairlie;J. Nuyts

  • Off-shell states in dual resonance theory

    Edward Corrigan;D.B. Fairlie

  • Classically integrable boundary conditions for affine Toda field theories

    P. Bowcock;E. Corrigan;P.E. Dorey;R.H. Rietdijk

  • Affine Toda field theory on a half-line

    E. Corrigan;P.E. Dorey;R.H. Rietdijk;R. Sasaki

  • Extended Toda field theory and exact S-matrices

    H.W. Braden;Edward Corrigan;P.E. Dorey;R. Sasaki;R. Sasaki

  • Ann monopole solution with 4n — 1 degrees of freedom

    E. Corrigan;P. Goddard

  • Classically integrable field theories with defects

    P. Bowcock;Edward Corrigan;C. Zambon

  • Jump-defects in the nonlinear schrödinger model and other non-relativistic field theories

    E Corrigan;C Zambon

  • MULTIPLE POLES AND OTHER FEATURES OF AFFINE TODA FIELD-THEORY

    Harry Braden;E Corrigan;P E Dorey;R Sasaki

  • Some aspects of jump-defects in the quantum sine-Gordon model

    Peter Bowcock;Edward Corrigan;Edward Corrigan;Cristina Zambon

  • A new class of integrable defects

    Edward Corrigan;C. Zambon

  • Zeta Function Regularization and Multi - Instanton Determinants

    Edward Corrigan;P. Goddard;H. Osborn;S. Templeton

  • Quantum versus classical integrability in Calogero-Moser systems

    Edward Corrigan;R. Sasaki

  • Instanton green functions and tensor products

    Edward Corrigan;P. Goddard;S. Templeton

  • Affine Toda field theories with defects

    Peter Bowcock;Edward Corrigan;Cristina Zambon

Frequent Co-Authors

Ryu Sasaki
Ryu Sasaki Tokyo University of Science
Peter Goddard
Peter Goddard Institute for Advanced Study
Patrick Dorey
Patrick Dorey Durham University
David B Fairlie
David B Fairlie Durham University
Adrian Kent
Adrian Kent University of Cambridge
H. Osborn
H. Osborn University of Cambridge

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