World's Best Scientists 2026 revealed!

D-Index & Metrics

Mathematics

D-Index
31
Citations
4993
World Ranking
3307
National Ranking
215

Best Publications

  • Multi-symplectic integrators: numerical schemes for Hamiltonian PDEs that conserve symplecticity

    Thomas J. Bridges;Sebastian Reich

  • Multi-symplectic structures and wave propagation

    Thomas J. Bridges

  • Differential eigenvalue problems in which the parameter appears nonlinearly

    T. J. Bridges;Philip John Morris

  • Numerical methods for Hamiltonian PDEs

    Thomas J Bridges;Sebastian Reich

  • Stability and instability of solitary waves of the fifth-order KdV equation: a numerical framework

    Thomas J. Bridges;Gianne Derks;Georg Gottwald

  • Multi-symplectic spectral discretizations for the Zakharov–Kuznetsov and shallow water equations

    Thomas J. Bridges;Sebastian Reich

  • Numerical exterior algebra and the compound matrix method

    Leanne Allen;Thomas J. Bridges

  • A GEOMETRIC FORMULATION OF THE CONSERVATION OF WAVE ACTION AND ITS IMPLICATIONS FOR SIGNATURE AND THE CLASSIFICATION OF INSTABILITIES

    Thomas J. Bridges

  • Reappraisal of the Kelvin Helmholtz problem. Part 1. Hamiltonian structure

    T. Brooke Benjamin;Thomas J. Bridges

  • A proof of the Benjamin-Feir instability

    Thomas J. Bridges;Alexander Mielke

  • Linear pulse structure and signalling in a film flow on an inclined plane

    Leonid Brevdo;Patrice Laure;Frederic Dias;Thomas J. Bridges

  • Linear Instability of Solitary Wave Solutions of the Kawahara Equation and Its Generalizations

    Thomas J. Bridges;Gianne Derks

  • CO2 Waveguide Lasers

    Unknown

  • The numerical computation of freely propagating time-dependent irrotational water waves

    Frédéric Dias;Thomas J. Bridges

  • Unstable eigenvalues and the linearization about solitary waves and fronts with symmetry

    Thomas J. Bridges;Gianne Derks

  • Computing Lyapunov exponents on a Stiefel manifold

    Thomas J. Bridges;Sebastian Reich

  • Instability of the Hocking-Stewartson pulse and its implications for three-dimensional Poiseuille flow

    Andrei L Afendikov;Thomas J Bridges

  • Reappraisal of the Kelvin–Helmholtz problem. Part 2. Interaction of the Kelvin–Helmholtz, superharmonic and Benjamin–Feir instabilities

    T. Brooke Benjamin;Thomas J. Bridges

  • Computing the Maslov index of solitary waves, Part 1: Hamiltonian systems on a four-dimensional phase space

    Frédéric Chardard;Frédéric Dias;Thomas J. Bridges

  • The symplectic Evans matrix and the instability of solitary waves and fronts

    Thomas J. Bridges;Gianne Derks

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