Reaction-diffusion equations: spreading speeds and symmetry properties
Séminaire Laurent Schwartz — EDP et applications
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IHES Covid-19 regulations:
– all the participants who will attend the event in person will have to keep their mask on in indoor spaces
and where the social distancing is not possible;
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– Over 25 persons in the conference room, every participant will be asked to provide a health pass which will
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Almost-global well-posedness for 2d strongly-coupled wave-Klein-Gordon systems
Séminaire Laurent Schwartz — EDP et applications
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IHES Covid-19 regulations:
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and where the social distancing is not possible;
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A Coherent Trace Formula for Motivic Sheaves on Curves
Séminaire « Equations différentielles »
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IHES Covid-19 regulations:
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Some Applications of the Crystalline Frobenius to Calabi-Yau Motives.
Séminaire « Equations différentielles »
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IHES Covid-19 regulations:
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Dissipation d’entropie pour les opérateurs de collision
Séminaire Laurent Schwartz — EDP et applications
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IHES Covid-19 regulations:
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and where the social distancing is not possible;
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Explosion sur critique : brisure d’échelle et scénario de type front
Séminaire Laurent Schwartz — EDP et applications
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IHES Covid-19 regulations:
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Arakelov Theory over the Field with One Element
Séminaire « Equations différentielles »
Abstract :
I will first review some aspects of the theory of the field F1 with one element. I will then present work in progress with T. Espitau about an Arakelov theory over F1.
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IHES Covid-19 regulations:
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and where the social distancing is not possible;
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Séminaire « Equations différentielles »
Abstract :
A range of constructions and problems arising in the study of rank 4 weight 3 Calabi-Yau motives will be covered.
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IHES Covid-19 regulations:
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and where the social distancing is not possible;
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– Over 25 persons in the conference room, every participant will be asked to provide a health pass which will
be checked at the entrance of the conference room.
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The Renormalisation Group — a Mathematical Perspective (4/4)
In physics, the renormalisation group provides a powerful point of view to understand random systems with strong correlations. Despite advances in a number of particular problems, in general its mathematical justification remains a holy grail. I will give an introduction to the main concepts from the point of view of a mathematician and illustrate its use in some examples.
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Participer à la réunion Zoom
https://us02web.zoom.us/j/86121659726?pwd=SVg1ZWZNa0kwT3ZMbjV4TFBKNlo4QT09
ID de réunion : 861 2165 9726
Code secret : 610164
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The Renormalisation Group — a Mathematical Perspective (3/4)
In physics, the renormalisation group provides a powerful point of view to understand random systems with strong correlations. Despite advances in a number of particular problems, in general its mathematical justification remains a holy grail. I will give an introduction to the main concepts from the point of view of a mathematician and illustrate its use in some examples.
==================================================================
Participer à la réunion Zoom
https://us02web.zoom.us/j/86121659726?pwd=SVg1ZWZNa0kwT3ZMbjV4TFBKNlo4QT09
ID de réunion : 861 2165 9726
Code secret : 610164
==================================================================
Pour être informé des prochains séminaires vous pouvez vous abonner à la liste de diffusion en écrivant un mail à sympa@listes.math.cnrs.fr avec comme sujet: « subscribe quantum_encounters_seminar PRENOM NOM »
(indiquez vos propres prénom et nom) et laissez le corps du message vide.
The Renormalisation Group — a Mathematical Perspective (1/4)
In physics, the renormalisation group provides a powerful point of view to understand random systems with strong correlations. Despite advances in a number of particular problems, in general its mathematical justification remains a holy grail. I will give an introduction to the main concepts from the point of view of a mathematician and illustrate its use in some examples.
==================================================================
Participer à la réunion Zoom
https://us02web.zoom.us/j/86121659726?pwd=SVg1ZWZNa0kwT3ZMbjV4TFBKNlo4QT09
ID de réunion : 861 2165 9726
Code secret : 610164
==================================================================
Pour être informé des prochains séminaires vous pouvez vous abonner à la liste de diffusion en écrivant un mail à sympa@listes.math.cnrs.fr avec comme sujet: « subscribe quantum_encounters_seminar PRENOM NOM »
(indiquez vos propres prénom et nom) et laissez le corps du message vide.
The Renormalisation Group — a Mathematical Perspective (2/4)
In physics, the renormalisation group provides a powerful point of view to understand random systems with strong correlations. Despite advances in a number of particular problems, in general its mathematical justification remains a holy grail. I will give an introduction to the main concepts from the point of view of a mathematician and illustrate its use in some examples.
==================================================================
Participer à la réunion Zoom
https://us02web.zoom.us/j/86121659726?pwd=SVg1ZWZNa0kwT3ZMbjV4TFBKNlo4QT09
ID de réunion : 861 2165 9726
Code secret : 610164
==================================================================
Pour être informé des prochains séminaires vous pouvez vous abonner à la liste de diffusion en écrivant un mail à sympa@listes.math.cnrs.fr avec comme sujet: « subscribe quantum_encounters_seminar PRENOM NOM »
(indiquez vos propres prénom et nom) et laissez le corps du message vide.
