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Biomathematics

Program

The aim of this course is the study of analytical and numerical methods of large application in the study of biological models. We highlight population models, dynamics of infectious diseases, pattern formation, nerve impulse transmission and the controlled liberation of medicines. The referred models are described by ordinary differential equations, partial differential equations and integral-differential equations. The study of each model will be preceded by a brief description of the underlying biological phenomenon.

Research and Events

Events

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Defended Theses

  • Graphs associated to reduced words in classical Weyl groups
      Diogo André Cardoso Conde Soares (January 2026)
      Ricardo Mamede
      José Luís Santos
  • Asymptoptic invariants of Eulerian ideals
      Gonçalo Nuno Mota Varejão (December 2025)
      Jorge Neves
  • Some analytic and algebraic problems in the theory of orthogonal polynomials
      Alexandre Suzuki (November 2025)
      Kenier Castillo
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