Wolfgang Pauli Institute (WPI) Vienna |
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Schedule:
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DATE - TIME |
SPEAKER |
TITLE |
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MO 24, h 9.30 – 10.15 |
Martial Agueh (Victoria) |
Sharp L^1 Gagliardo-Nirenberg inequalities |
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MO 24, h 10.15 – 11.00 |
Francois Bolley (Paris, Dauphine) |
Tanaka contraction theorem for an inelastic Boltzmann equation |
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MO 24, h 11.30 – 12.15 |
Arnaud Guillin (Ecole Centrale Marseille) |
Convergence to equilibrium for weighted porous medium equation |
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MO 24, h 12.15 – 13.00 |
Alessio Figalli (SNS, Pisa - ENS, Lyon) |
A mass transportation approach to quantitative isoperimetric inequalities |
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MO 24, h 15.30 – 16.15 |
Anton Arnold (TU, Vienna) |
Improved entropy decay estimates for the heat equation |
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MO 24, h 16.45 – 17.30 |
Chiara Manzini (Firenze) |
Wigner-Fokker-Planck equation: an introduction |
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MO 24, h 17.30 – 18.15 |
Paolo Antonelli (L’Aquila) |
The Cauchy problem for the Quantum Hydrodynamics with large initial data in the space of energy |
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TU 25, h 9.30 – 10.15 |
Silvia Cuadrado (UAB Barcelona) |
Adaptive dynamics: classical theory and Hamilton-Jacobi approach |
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TU 25, h 10.15 – 11.00 |
Piotr Biler (Wroclaw) |
The parabolic model of chemotaxis on R^2 |
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TU 25, h 11.30 – 12.15 |
Vincent Calvez (ENS Paris) |
Self-attracting cells in 1D: a transport formulation for the Keller-Segel model |
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TU 25, h 12.15 – 13.00 |
Daniel Matthes (Pavia) |
Kinetic models in economy. Risks and saving produce a high society. |
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TU 25, h 15.30 – 16.15 |
Florent Malrieu (Rennes 1) |
Propagation of chaos and Poincaré inequalities for a system of particles interacting through their cdf |
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TU 25, h 16.15 – 17.00 |
Marjolaine Puel (Toulouse) |
A Mass transport approach for the Cauchy problem of the relativistic heat equation |
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TU 25, h 17.30 – 18.15 |
Salvador Moll (UPF Barcelona) |
On the relativistic heat equation |
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TU 25, h 18.15 – 19.00 |
Stefano Lisini (Piemonte Orientale) |
Non linear diffusion equations with variable coefficients as gradient flows in Wasserstein spaces |
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WE 26, h 9.30 – 10.15 |
Matteo Bonforte (Madrid) |
Asymptotics of the Fast Diffusion Equation Via Entropy Methods I: Linearization and Spectral Gap Analysis |
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WE 26, h 10.15 – 11.00 |
Adrien Blanchet (Lille 1) |
Asymptotics of the Fast Diffusion Equation Via Entropy Methods II: Relative Entropy - Entropy Production methods, Nonlinear Functional Inequalities |
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WE 26, h 11.30 – 12.15 |
Josef Teichmann (TU, Vienna) |
Stochastic Differential Equations with Values in Wasserstein Spaces |
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WE 26, h 12.15 – 13.00 |
Walter Schachermayer (TU, Vienna) |
Optimal and better transport plans |
| Carrillo, Josè Antonio (UAB Barcelona) | Seminarroom C206 + C207 | Mon, 24. Sep 07, 9:15 |
| Opening of the Workshop "Optimal transportation structures, gradient flows and entropy methods for applied PDE's" | ||
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