PhD Course: Lipschitz Global Optimization

The course is dedicated to numerical solution of global optimization problems, where the objective function is multiextremal, non-differentiable, given as a “black box”, and hard to evaluate, i.e., each its evaluation even at one point requires large amounts of computational or temporal resources. Moreover, it is supposed that the objective function is Lipschitz continuous.This condition has a very practical meaning: in physical systems it means that the energy changes in the system described by the function are always limited.

seminar room - 5th floor, cube 42C

18/05/2023 - 11:00-13:00

19/05/2023 - 09:00-13:00 

23/05/2023 - 11:00-13:00 

8 h - 2 CFU