Speaker
Marko Vrdoljak
(University of Zagreb, Faculty of Science, Department of Mathematics)
Description
Over the last few decades, shape optimization techniques have undergone significant development and have become reliable tools in many applications. However, in some applications the available data are not fully known, and the optimal shapes may show a strong dependence on these parameters. The effects of such variabilities can be analyzed by introducing multiple state variants of the problem.
We will address these questions within the framework of conductivity optimal design problems featuring two isotropic phases, since multiple state problems have been well-studied in this framework, both theoretically and numerically.
Primary author
Marko Vrdoljak
(University of Zagreb, Faculty of Science, Department of Mathematics)
