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From stochastic differential games and kinetic theory methods to the modeling of behavioral social crowds| old_uid | 15121 |
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| title | From stochastic differential games and kinetic theory methods to the modeling of behavioral social crowds |
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| start_date | 2015/02/17 |
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| schedule | 15h |
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| online | no |
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| location_info | 8e étage, salle 466 |
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| summary | This lecture aims at providing an answer that can be given to the following five key questions :
- Why a "crowd is a social, hence complex," system ?
- How mathematical sciences can contribute to understand the "behavioral dynamics of crowds" ?
- How the crowd behaves in extreme situations such as panic and how models can depict them ?
- Can a crowd be subject to large deviations (black swan) ?
- Which are the methods and tools to deal with the multiscale features of a crowd can ?
The answer to the key question takes advantage of recent research activity documented in the five titles in the bibliography. The answer opens to challenging research perspectives. |
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| responsibles | Berestycki, Nadal, Rosenstiehl |
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