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03:38
Programas de la Fundación San Martín de Porres (FSMP) fsspcolombia
05:42
Journée de lancement DIM RDM-IdF: Introduction des directeurs de la FSMP, FMJH et LabEx Bezout Sciences_Maths_Paris
02:06:26
Hydrodynamic stability and the transition to turbulence (lecture 2) Sciences_Maths_Paris
01:01:19
Decay for Maxwell's equations outside a slowly rotating black hole, Pieter Blue Sciences_Maths_Paris
01:29:43
Inverse Problems: Progress and Challenges (lecture n°1) Sciences_Maths_Paris
01:31:34
Inverse Problems: Progress and challenges (lecture n°5) Sciences_Maths_Paris
48:51
Exploration de modèles numériques par planification d'expériences et analyse de sensibilité globale, par Bertrand Iooss (EDF) Sciences_Maths_Paris
53:15
Régression en grande dimension - Application à la modélisation de signaux de consommation Sciences_Maths_Paris
01:07:53
Current Hole instability and reduced resistive MH models in Tokamaks Sciences_Maths_Paris
02:02:13
Hydrodynamic stability and the transition to turbulence Sciences_Maths_Paris
47:48
Weak turbulence Sciences_Maths_Paris
01:31:22
Inverse Problems: Progress and challenges (lecture n°2) Sciences_Maths_Paris
02:05:37
Transverse instability of solitary waves - lecture 2 Sciences_Maths_Paris
02:03:59
Hydrodynamic stability and the transition to turbulence (lecture n°3) Sciences_Maths_Paris
50:40
Numerical methods for hydrodynamic instabilities (lecture N°4) Sciences_Maths_Paris
01:03:33
On the existence of global solutions of certain fluid models, par Alex Ionescu (Princeton University) Sciences_Maths_Paris
01:05:21
On the well-posedness of the hydrostatic limit in fluid mechanics. Sciences_Maths_Paris
01:00:24
Solitons decomposition for global solution of the critical focusing wave equation in the radial case, Franck Merle Sciences_Maths_Paris
01:46:15
Numerical methods for hydrodynamic instabilities (lecture n°3) Sciences_Maths_Paris
01:02:59
The flow near the ground state for critical KdV, par Pierre Raphaël Sciences_Maths_Paris
02:05:04
Numerical methods for hydrodynamic instabilities (lecture n°1) Sciences_Maths_Paris
01:04:06
Numerical methods for hydrodynamic instabilities (lecture n°2) Sciences_Maths_Paris
07:13
L'aventurier du Big data (III) - Portrait de David Bessis Sciences_Maths_Paris
08:55
L'aventurier du Big data (II) - Portrait de David Bessis Sciences_Maths_Paris
02:30:04
Stochastic homogenization of Hamilton-Jacobi equations - Part 1 Sciences_Maths_Paris
02:04:07
Transverse instability of solitary waves - lecture 1 Sciences_Maths_Paris
44:15
Persistence of geometric structures for inviscid incompressible fluids Sciences_Maths_Paris
50:33
Joint-state parameter estimation for PDE's by observer and optimal filtering strategies Sciences_Maths_Paris
43:56
On the stability of the Jeffery-Hamel problem Sciences_Maths_Paris
47:42
Exemples d'interaction données/simulation en modélisation cardiovasculaire Sciences_Maths_Paris
01:06:34
Existence for the Prandtl system under the Oleinik condition Sciences_Maths_Paris
26:12
Data assimilation for conservation laws Sciences_Maths_Paris
59:21
Geometric uniqueness for the Cauchy problem in general relativity, Fabrice Planchon Sciences_Maths_Paris
48:53
Robust sequential learning with applications to the forecasting of air quality and of electricity consumption Sciences_Maths_Paris
01:02:35
The water waves system. Microlocal analysis in local spaces, par Nicolas Burq Sciences_Maths_Paris
01:29:11
Inverse Problems: Progress and challenges (lecture n°4) Sciences_Maths_Paris
01:05:34
Conservation laws for the wave equation and applications, par Stefanos Aretakis Sciences_Maths_Paris
07:27
L'aventurier du Big data (IV) - Portrait de David Bessis Sciences_Maths_Paris
24:00
Quelques exemples d’universalité en probabilité Sciences_Maths_Paris
01:08:02
Null singularities in general relativity, par Mihalis Dafermos Sciences_Maths_Paris
59:02
Existence of Dynamical Vacuum Black Holes, par Gustave Holzegel Sciences_Maths_Paris
21:49
Du hasard dans les neurones Sciences_Maths_Paris
57:46
High Reynolds number limit for Navier Stokes equations Sciences_Maths_Paris
22:30
Les preuves, revisitées Sciences_Maths_Paris
01:06:38
Local energy decay for Maxwell fields on spherical black holes, par Jacob Sterbenz (UCSD) Sciences_Maths_Paris
59:20
Sharp decay estimates for the Klein Gordon equation on Kerr AdS, par Jacques Smulevici Sciences_Maths_Paris
55:57
La conjecture ternaire de Goldbach - Harald Helfgott (DMA) Sciences_Maths_Paris
56:37
A fully anisotropic trapped surface formation criterion, par Jonathan Luk (UPenn) Sciences_Maths_Paris
57:36
Type II phenomena and their stability for the critical nonlinear wave equation, par Joachim Krieger Sciences_Maths_Paris
25:00
Water-wave problem and its asymptotic models Sciences_Maths_Paris
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