PT EN

Differential Equations with Symmetry

Program

Introduction to the study of symmetric systems of nonlinear ordinary or partial differential equations. Specifically, it will be shown how the symmetries of symmetric systems may be used, in a systematic way, to analyze, predict, and understand many general mechanisms of pattern formation and dynamic behaviour. Results from invariant theory, theory of differential equations and singularity theory will be used.

Research and Events

Events

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Defended Theses

  • Contributions to regularity theory in the calculus of variations
      Vincenzo Bianca (July 2024)
      José Miguel Urbano
  • Higgs Bundles and Geometric Structures
      Pedro Miguel Silva (April 2024)
      Peter Gothen
  • Some aspects of descent theory and applications
      Rui Rodrigues de Abreu Fernandes Prezado (January 2024)
      Maria Manuel Clementino
      Fernando Lucatelli Nunes
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