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• - University of Wollongong. Non-linear chemical dynamics.
  
• - University of York. Quantum field theory and mathematical physics, particularly interested in Integrable Quantum Field Theories with a Boundary. Publications, talks, teaching material, meetings.
  
• - Professor of Theoretical Physics in the New Delhi Institute of Technology. He is interested in a new concept of space-time in physics: his preferred approach is Bumpter Theory.
  
• - A biography including quotations from his writings and contemporary articles.
  
• - A list of personal web pages related to symmetries and integrability.
  
• - University of California Riverside. Research interests: quantum gravity and n-categories. Regular column on "This Week's Finds in Mathematical Physics".
  
• - Department of Biological Physics. Eötvös Loránd University. Budapest, Hungary. Specializes in statistical physics.
  
• - The mathematician whose work with coordinate transformations is still common in mathematical physics
  
• - Includes a biography comparing him with other contemporaries of his, references and quotations.
  
• - A short biography on the mathematician who created Stokes's theorem
  
• - IEEC/CSIC. Random matrix theory, quantum groups and zeta functions. Publications, resources.
  
• - A short biography on Volterra and his work in differential equations and mathematical physics.
  
• - Research in mathematical aspects of supersymmetry; also personal interests.
  
• - University of Exeter. Recent work on coupled systems and theoretical neuroscience. Publications and preprints.
  
• - Includes a brief biography and bibliography.
  
• - A short biography on the man who invented the Fourier series and transforms.
  
• - A biography of the Mathematican who worked on differential equations and created the form now call Sturm-Liouville equations.
  
• - University of Zaragoza. Publications, resources.
  
• - Rutgers University. Research on string theory and M-theory, with a particular emphasis on the underlying mathematical structures and applications to and from modern mathematics.
  
• - Brief biography and summary of his works.
  
• - The mathematician who analysed the orbit of Uranus and predicted a possible extra planet.
  
• - Applications of mathematics to physics problems drawn from a career in industry.
  
• - Includes a brief biography and a reference list.
  
• - Perturbation methods, nonlinear waves, acoustics, fluid and solid mechanics, multiphase flow.
  
• - Inventor of Green's functions. Biography, papers, bibliographical references, archival material at University of Nottingham,
  
• - A short history of the life and work of Sophus Lie, whose work, Lie groups, has applications in quantum mechanics in relativity.
  
• - Overview of the life and works of the man who has given many topological (and other) contributions to mathematical physics.
  
• - Courant Institute of Mathematical Physics, New York University. Research in mathematical physics, solitons, fractals, theory and applications. Papers downloadable online.
  
• - The mathematician who developed Sturm-Liouville differential equations.
  
• - The mathematician who developed Hankel functions and the Hankel transform.