Speakers

Generalized Nash-Equilibrium Problems in Finite Dimensions

Jong-Shi Pang is an applied mathematician with a wide range of interests, working in the area of optimization and different kind of equilibrium problems as well as their applications in many engineering fields. He is a winner of the 1994 Frederick W. Lanchester Prize and the 2003 George B. Dantzig Prize. He is author of three widely cited monographs and almost 200 peer-reviewed papers in international journals.
 

Website of Jong-Shi Pang
(University of Southern California, USA)

Lecture Notes of Jong-Shi Pang

Introduction to Quasi-Variational Inequalities in Hilbert Spaces

Carlos N. Rautenberg is the head of a research group on numerics and optimization of  robust equilibria. Among his research interests is the analysis, numerics, and optimization of quasi-variational inequalities in function spaces. He is the author of several peer-reviewed papers in international journals.
 

Website of  Carlos N. Rautenberg
(Humboldt Universität zu Berlin, Germany

Lecture Notes 1 of Carlos N. Rautenberg

Lecture Notes 2 of Carlos N. Rauternberg

Lecture Notes 3 of Carlos N. Rautenberg

Lecture Notes 4 of Carlos N. Rautenberg

Optimal Control and Hamilton-Jacobi-Bellman Equations

Hasnaa Zidani is well known for her contributions to control theory. Her research interests lie in the area of applied mathematics with a particular focus on optimization based methods in control theory and on numerical analysis for Hamilton-Jacobi equations. She has published more than 50 peer-reviewed papers in international journals.
 

Website of Hasnaa Zidani
(ENSTA ParisTech, France)

Lecture Notes 1-2 of Hasnaa Zidani

Lecture Notes 3 of Hasnaa Zidani

Christian Kanzow

Website of Christian Kanzow
(University of Würzburg, Germany)

Daniel Wachsmuth

Website of Daniel Wachsmuth
(University of Würzburg, Germany)