"Student is not a container you have to fill but a torch you have to light up." A.E.
Current classes
Linear Programming (1EFM, 1DAV, 1MAT, 1MMN)
Nonlinear Programming (1EFM, 2MAT)
Nonlinear Programming - Additional Exercises (1EFM)
Unconstrained Optimisation Methods (1EFM, 1DAV)
Convex Optimisation (2EFM, 2MAT)
Modern methods of convex optimisation (3AM)
Past classes
Matrix Calculus
Linear Algebra and Geometry - exercises
Microeconomics - exercises
Discrete mathematics - exercises
PhD students
Terézia Fulová Dissertation thesis title: A conic optimization approach for solving matrix approximation problems
Publications:
Finding low-rank solutions in financial factor models
Solving constrained Procrustes problems: a conic optimization approach
Jakub Hrdina Dissertation thesis title: Duality in convex optimisation problems
Publications:
Lagrangian Duality in Convex Conic Programming with Simple Proofs
Properties of the cone of non-negative polynomials and duality