An infinite dimensional pursuit-evasion differential game with finite number of players
- Date
- Jan 15, 2016
- Time
- 1:00 PM - 2:00 PM
- Speaker
- Dr. Mehdi Salimi
- Affiliation
- TU Dresden, Center for Dynamics
- Series
- TUD Mathematik Oberseminar Analysis
- Language
- en
- Main Topic
- Mathematik
- Other Topics
- Mathematik
- Host
- Prof. Dr. S. Siegmund
- Description
- We study a pursuit-evasion differential game with finite number of pursuers and one evader in Hilbert space with geometric constraints on the control functions of players. We solve the game by presenting explicit strategies for pursuers which guarantee their pursuit as well as a strategy for the evader which guarantees its evasion. This is joint work with Massimiliano Ferrara (Department of Law and Economics, Università degli Studi Mediterranea, Reggio Calabria, Italy).
- Links
Last modified: Jan 7, 2016, 3:20:41 PM
Location
TUD Willers-Bau (WIL C 218)Zellescher Weg12-1401069Dresden
- Homepage
- https://navigator.tu-dresden.de/etplan/wil/00
Organizer
TUD MathematikWillersbau, Zellescher Weg12-1401069Dresden
- Phone
- 49-351-463 33376
- Homepage
- http://tu-dresden.de/mathematik
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