)|
Tomás ALARCÓN (CRM, Barcelona, Spain) |
Stochastic multiscale models of competition between cellular populations |
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Nicola BELLOMO (Politecnico di Torino, Italy) |
Crowd dynamics: What is a crowd for a mathematician? 1. From the Question "What is a Crowd?" to Mathematical Tools 2. Models, Mathematical Problems, and Evacuation Dynamics |
|
Miroslaw LACHOWICZ (University of Warsaw, Poland) |
Hydrodynamic limits and self--organization |
|
Philip MAINI (Oxford University, United Kingdom) |
Modelling collective cell motion in biology |
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Hans MEINHARDT (Max Planck Institute, Germany) |
1. Biological pattern formation: local self-enhancement and long range inhibition as the driving force 2. Models for regeneration: reconciling pattern formation and growth 3. If patters destabilize themselves: generation of highly dynamic patterns by self-quenching of newly generated patterns |
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Jorge PACHECO (Universidade do Minho, Portugal) |
Climate Change: Governance, Cooperation and Self-organization |
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Eitan TADMOR (Maryland University, USA) |
Flocking and consensus in collective dynamics 1. Agent-based models 2. Kinetic and hydrodynamic descriptions |
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Andrea TOSIN (Consiglio Nazionale delle Ricerche, Italy) |
Traffic flow on networks: A fully-discrete kinetic theory approach |