Optimality conditions and duality theory for conic, convex, non-linear, non-differentiable and multi-objective optimization. Depending on the approach to the course, other topics might be considered, such as numerical methods for continuous optimization, algebraic methods and representability in polynomial optimization and semi-definite programming, or continuous relaxations for combinatorial problems.

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Defended Theses

  • Structure, algorithmics and dynamics of endomorphisms for certain classes of groups
      André da Cruz Carvalho (April 2023)
      Pedro V. Silva
  • A point-free study of z-embeddings, more general classes of localic maps, and uniform continuity
      Ana Belén Avilez García (April 2023)
      Jorge Picado
  • Analysis of equations of motion of inextensible strings and networks
      Ayk Telciyan (April 2023)
      Dmitry Vorotnikov
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