Current Seminars
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Free surface flows in fluid dynamics (UCB Chancellor Professor Course)
Location: MSRI: Online/Virtual Speakers: Thomas Alazard (Ecole Normale Supérieure Paris-Saclay; Centre National de la Recherche Scientifique (CNRS))A classical subject in the mathematical theory of hydrodynamics consists in studying the evolution of the free surface separating the air from a perfect incompressible fluid. We will examine this problem for two important sets of equations: the water wave equations and the Hele-Shaw equations, including the Muskat problem. They are of different nature, dispersive versus parabolic, but we will see that they can be studied by related tools.
These courses are intended for graduate students with a general interest in analysis and no prerequisites about any advanced theory is required. A large part of the courses will consist of short self-contained introductions to the following topics: Paradifferential calculus, the fractional Laplacian and the multiplier methods of Morawetz and Lions. These lectures also aim to give a self-contained introduction to certain aspects at the cutting edge of research. I will give a detailed analysis of the Cauchy problem for the water wave, Hele-Shaw and Muskat equations.
Updated on Jan 08, 2021 05:04 PM PST
Upcoming Seminars
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DDC - Reading Group: Valuations on dp-finite fields
Location: MSRI: Online/VirtualTo participate in this seminar, please register here: https://www.msri.org/seminars/25206
Updated on Jan 22, 2021 10:36 AM PST -
Fellowship of the Ring, National Seminar: The quest for F-rational signature
Location: MSRI: Online/Virtual Speakers: Ilya Smirnov (Stockholm University)To attend this seminar, you must register in advance, by clicking HERE.
Abstract: Strongly F-regular singularities are one of the fundamental classes of singularities defined by the properties of Frobenius endomorphism. This class of mild singularities can be detected using F-signature, an invariant of a local ring with many good properties. Through this connection we obtain a powerful tool for studying strongly F-regular singularities, for example, several results on "mildness" of F-regular can be quantified using F-signature.
Another fundamental class of singularities in positive characteristic are F-rational singularities. While generally more severe, this class of singularities is in many aspects analogous to strongly F-regular singularities and can be even understood by "moving" the definition of F-regularity to take place in the dualizing module. Naturally, there has been interest in adapting the definition of F-signature to work with F-rational singularities.
While there is no complete solution yet, I am convinced that such a theory should exist. As my evidence, I will present results of a joint work with Kevin Tucker, and prior works of Hochster and Yao, and Sannai.
My talk will be self-contained. I will discuss all necessary background, such as definitions, properties, and relations between these notions, in the first half and then proceed to more technical results in the second half.
Updated on Jan 21, 2021 09:43 AM PST -
Free surface flows in fluid dynamics (UCB Chancellor Professor Course)
Location: MSRI: Online/Virtual Speakers: Thomas Alazard (Ecole Normale Supérieure Paris-Saclay; Centre National de la Recherche Scientifique (CNRS))A classical subject in the mathematical theory of hydrodynamics consists in studying the evolution of the free surface separating the air from a perfect incompressible fluid. We will examine this problem for two important sets of equations: the water wave equations and the Hele-Shaw equations, including the Muskat problem. They are of different nature, dispersive versus parabolic, but we will see that they can be studied by related tools.
These courses are intended for graduate students with a general interest in analysis and no prerequisites about any advanced theory is required. A large part of the courses will consist of short self-contained introductions to the following topics: Paradifferential calculus, the fractional Laplacian and the multiplier methods of Morawetz and Lions. These lectures also aim to give a self-contained introduction to certain aspects at the cutting edge of research. I will give a detailed analysis of the Cauchy problem for the water wave, Hele-Shaw and Muskat equations.
Updated on Jan 08, 2021 05:04 PM PST -
Free surface flows in fluid dynamics (UCB Chancellor Professor Course)
Location: MSRI: Online/Virtual Speakers: Thomas Alazard (Ecole Normale Supérieure Paris-Saclay; Centre National de la Recherche Scientifique (CNRS))A classical subject in the mathematical theory of hydrodynamics consists in studying the evolution of the free surface separating the air from a perfect incompressible fluid. We will examine this problem for two important sets of equations: the water wave equations and the Hele-Shaw equations, including the Muskat problem. They are of different nature, dispersive versus parabolic, but we will see that they can be studied by related tools.
These courses are intended for graduate students with a general interest in analysis and no prerequisites about any advanced theory is required. A large part of the courses will consist of short self-contained introductions to the following topics: Paradifferential calculus, the fractional Laplacian and the multiplier methods of Morawetz and Lions. These lectures also aim to give a self-contained introduction to certain aspects at the cutting edge of research. I will give a detailed analysis of the Cauchy problem for the water wave, Hele-Shaw and Muskat equations.
Updated on Jan 08, 2021 05:04 PM PST -
Free surface flows in fluid dynamics (UCB Chancellor Professor Course)
Location: MSRI: Online/Virtual Speakers: Thomas Alazard (Ecole Normale Supérieure Paris-Saclay; Centre National de la Recherche Scientifique (CNRS))A classical subject in the mathematical theory of hydrodynamics consists in studying the evolution of the free surface separating the air from a perfect incompressible fluid. We will examine this problem for two important sets of equations: the water wave equations and the Hele-Shaw equations, including the Muskat problem. They are of different nature, dispersive versus parabolic, but we will see that they can be studied by related tools.
These courses are intended for graduate students with a general interest in analysis and no prerequisites about any advanced theory is required. A large part of the courses will consist of short self-contained introductions to the following topics: Paradifferential calculus, the fractional Laplacian and the multiplier methods of Morawetz and Lions. These lectures also aim to give a self-contained introduction to certain aspects at the cutting edge of research. I will give a detailed analysis of the Cauchy problem for the water wave, Hele-Shaw and Muskat equations.
Updated on Jan 08, 2021 05:04 PM PST -
DDC - Reading Group: Valuations on dp-finite fields
Location: MSRI: Online/VirtualTo participate in this seminar, please register here: https://www.msri.org/seminars/25206
Updated on Jan 22, 2021 10:36 AM PST -
Fellowship of the Ring, National Seminar: Ideals with a radical generic initial ideal
Location: MSRI: Online/Virtual Speakers: Elisa Gorla (Université de Neuchâtel)To attend this seminar, you must register in advance, by clicking HERE.
Abstract: The choice of a term order allows us to associate to any ideal I a monomial ideal, called the initial ideal of I. The initial ideal of I depends not only on the choice of a term order, but also on the system of coordinates. Nevertheless, many properties of I can be inferred from those of its initial ideal(s). For a given term order and in a generic coordinate system, however, the initial ideal of I is always the same and it is then called the generic initial ideal of I. In my talk, I will introduce a family of ideals whose generic initial ideal is independent of the choice of both the term order and of the system of coordinates. These are exactly the multigraded homogeneous ideals which have a radical generic initial ideal. Multigraded ideals which have a radical generic initial ideal show interesting rigidity properties, which e.g. allow us to deduce information on their universal Groebner bases. In the talk, I will present examples of ideals which belong to this class and of what we can deduce about them using this machinery. The original work in the talk is joint with Aldo Conca and Emanuela De Negri.
Updated on Jan 26, 2021 04:18 PM PST -
Free surface flows in fluid dynamics (UCB Chancellor Professor Course)
Location: MSRI: Online/Virtual Speakers: Thomas Alazard (Ecole Normale Supérieure Paris-Saclay; Centre National de la Recherche Scientifique (CNRS))A classical subject in the mathematical theory of hydrodynamics consists in studying the evolution of the free surface separating the air from a perfect incompressible fluid. We will examine this problem for two important sets of equations: the water wave equations and the Hele-Shaw equations, including the Muskat problem. They are of different nature, dispersive versus parabolic, but we will see that they can be studied by related tools.
These courses are intended for graduate students with a general interest in analysis and no prerequisites about any advanced theory is required. A large part of the courses will consist of short self-contained introductions to the following topics: Paradifferential calculus, the fractional Laplacian and the multiplier methods of Morawetz and Lions. These lectures also aim to give a self-contained introduction to certain aspects at the cutting edge of research. I will give a detailed analysis of the Cauchy problem for the water wave, Hele-Shaw and Muskat equations.
Updated on Jan 08, 2021 05:04 PM PST -
Model problems in fluid dynamics
Location: MSRI: Online/VirtualTo participate in this seminar, please register here: https://www.msri.org/seminars/25657
Updated on Jan 13, 2021 05:07 PM PST -
Free surface flows in fluid dynamics (UCB Chancellor Professor Course)
Location: MSRI: Online/Virtual Speakers: Thomas Alazard (Ecole Normale Supérieure Paris-Saclay; Centre National de la Recherche Scientifique (CNRS))A classical subject in the mathematical theory of hydrodynamics consists in studying the evolution of the free surface separating the air from a perfect incompressible fluid. We will examine this problem for two important sets of equations: the water wave equations and the Hele-Shaw equations, including the Muskat problem. They are of different nature, dispersive versus parabolic, but we will see that they can be studied by related tools.
These courses are intended for graduate students with a general interest in analysis and no prerequisites about any advanced theory is required. A large part of the courses will consist of short self-contained introductions to the following topics: Paradifferential calculus, the fractional Laplacian and the multiplier methods of Morawetz and Lions. These lectures also aim to give a self-contained introduction to certain aspects at the cutting edge of research. I will give a detailed analysis of the Cauchy problem for the water wave, Hele-Shaw and Muskat equations.
Updated on Jan 08, 2021 05:04 PM PST -
Water waves and other interface problems (Part 1)
Location: MSRI: Online/VirtualTo participate in this seminar, please register here: https://www.msri.org/seminars/25657
Updated on Jan 13, 2021 05:22 PM PST -
Water waves and other interface problems (Part 2)
Location: MSRI: Online/VirtualTo participate in this seminar, please register here: https://www.msri.org/seminars/25657
Updated on Jan 13, 2021 05:27 PM PST -
Free surface flows in fluid dynamics (UCB Chancellor Professor Course)
Location: MSRI: Online/Virtual Speakers: Thomas Alazard (Ecole Normale Supérieure Paris-Saclay; Centre National de la Recherche Scientifique (CNRS))A classical subject in the mathematical theory of hydrodynamics consists in studying the evolution of the free surface separating the air from a perfect incompressible fluid. We will examine this problem for two important sets of equations: the water wave equations and the Hele-Shaw equations, including the Muskat problem. They are of different nature, dispersive versus parabolic, but we will see that they can be studied by related tools.
These courses are intended for graduate students with a general interest in analysis and no prerequisites about any advanced theory is required. A large part of the courses will consist of short self-contained introductions to the following topics: Paradifferential calculus, the fractional Laplacian and the multiplier methods of Morawetz and Lions. These lectures also aim to give a self-contained introduction to certain aspects at the cutting edge of research. I will give a detailed analysis of the Cauchy problem for the water wave, Hele-Shaw and Muskat equations.
Updated on Jan 08, 2021 05:04 PM PST -
Graduate Student Working Group
Location: MSRI: Online/VirtualTo participate in this seminar, please register here: https://www.msri.org/seminars/25657
Updated on Jan 22, 2021 09:27 AM PST -
DDC - Reading Group: Valuations on dp-finite fields
Location: MSRI: Online/VirtualTo participate in this seminar, please register here: https://www.msri.org/seminars/25206
Updated on Jan 22, 2021 10:36 AM PST -
Euler/Navier Stokes (Part 1)
Location: MSRI: Online/VirtualTo participate in this seminar, please register here: https://www.msri.org/seminars/25657
Updated on Jan 21, 2021 10:13 AM PST -
Euler/Navier Stokes (Part 2)
Location: MSRI: Online/VirtualUpdated on Jan 21, 2021 10:14 AM PST -
Fellowship of the Ring, National Seminar:
Location: MSRI: Online/VirtualTo attend this seminar, you must register in advance, by clicking HERE.
Updated on Jan 11, 2021 04:31 PM PST -
Applied fluids
Location: MSRI: Online/VirtualUpdated on Jan 14, 2021 06:35 AM PST -
Free surface flows in fluid dynamics (UCB Chancellor Professor Course)
Location: MSRI: Online/Virtual Speakers: Thomas Alazard (Ecole Normale Supérieure Paris-Saclay; Centre National de la Recherche Scientifique (CNRS))A classical subject in the mathematical theory of hydrodynamics consists in studying the evolution of the free surface separating the air from a perfect incompressible fluid. We will examine this problem for two important sets of equations: the water wave equations and the Hele-Shaw equations, including the Muskat problem. They are of different nature, dispersive versus parabolic, but we will see that they can be studied by related tools.
These courses are intended for graduate students with a general interest in analysis and no prerequisites about any advanced theory is required. A large part of the courses will consist of short self-contained introductions to the following topics: Paradifferential calculus, the fractional Laplacian and the multiplier methods of Morawetz and Lions. These lectures also aim to give a self-contained introduction to certain aspects at the cutting edge of research. I will give a detailed analysis of the Cauchy problem for the water wave, Hele-Shaw and Muskat equations.
Updated on Jan 08, 2021 05:04 PM PST -
Career Development Seminar
Location: MSRI: Online/VirtualTo participate in this seminar, please register here: https://www.msri.org/seminars/25657
Updated on Jan 26, 2021 02:58 PM PST -
Model problems in fluid dynamics
Location: MSRI: Online/VirtualTo participate in this seminar, please register here: https://www.msri.org/seminars/25657
Updated on Jan 13, 2021 05:07 PM PST -
Free surface flows in fluid dynamics (UCB Chancellor Professor Course)
Location: MSRI: Online/Virtual Speakers: Thomas Alazard (Ecole Normale Supérieure Paris-Saclay; Centre National de la Recherche Scientifique (CNRS))A classical subject in the mathematical theory of hydrodynamics consists in studying the evolution of the free surface separating the air from a perfect incompressible fluid. We will examine this problem for two important sets of equations: the water wave equations and the Hele-Shaw equations, including the Muskat problem. They are of different nature, dispersive versus parabolic, but we will see that they can be studied by related tools.
These courses are intended for graduate students with a general interest in analysis and no prerequisites about any advanced theory is required. A large part of the courses will consist of short self-contained introductions to the following topics: Paradifferential calculus, the fractional Laplacian and the multiplier methods of Morawetz and Lions. These lectures also aim to give a self-contained introduction to certain aspects at the cutting edge of research. I will give a detailed analysis of the Cauchy problem for the water wave, Hele-Shaw and Muskat equations.
Updated on Jan 08, 2021 05:04 PM PST -
Water waves and other interface problems (Part 1)
Location: MSRI: Online/VirtualTo participate in this seminar, please register here: https://www.msri.org/seminars/25657
Updated on Jan 13, 2021 05:22 PM PST -
Water waves and other interface problems (Part 2)
Location: MSRI: Online/VirtualTo participate in this seminar, please register here: https://www.msri.org/seminars/25657
Updated on Jan 13, 2021 05:27 PM PST -
Free surface flows in fluid dynamics (UCB Chancellor Professor Course)
Location: MSRI: Online/Virtual Speakers: Thomas Alazard (Ecole Normale Supérieure Paris-Saclay; Centre National de la Recherche Scientifique (CNRS))A classical subject in the mathematical theory of hydrodynamics consists in studying the evolution of the free surface separating the air from a perfect incompressible fluid. We will examine this problem for two important sets of equations: the water wave equations and the Hele-Shaw equations, including the Muskat problem. They are of different nature, dispersive versus parabolic, but we will see that they can be studied by related tools.
These courses are intended for graduate students with a general interest in analysis and no prerequisites about any advanced theory is required. A large part of the courses will consist of short self-contained introductions to the following topics: Paradifferential calculus, the fractional Laplacian and the multiplier methods of Morawetz and Lions. These lectures also aim to give a self-contained introduction to certain aspects at the cutting edge of research. I will give a detailed analysis of the Cauchy problem for the water wave, Hele-Shaw and Muskat equations.
Updated on Jan 08, 2021 05:04 PM PST -
Graduate Student Working Group
Location: MSRI: Online/VirtualTo participate in this seminar, please register here: https://www.msri.org/seminars/25657
Updated on Jan 22, 2021 09:27 AM PST -
Euler/Navier Stokes (Part 1)
Location: MSRI: Online/VirtualTo participate in this seminar, please register here: https://www.msri.org/seminars/25657
Updated on Jan 14, 2021 06:18 AM PST -
DDC - Reading Group: Valuations on dp-finite fields
Location: MSRI: Online/VirtualTo participate in this seminar, please register here: https://www.msri.org/seminars/25206
Updated on Jan 22, 2021 10:36 AM PST -
Euler/Navier Stokes (Part 2)
Location: MSRI: Online/VirtualUpdated on Jan 14, 2021 06:18 AM PST -
Fellowship of the Ring, National Seminar:
Location: MSRI: Online/VirtualTo attend this seminar, you must register in advance, by clicking HERE.
Updated on Jan 11, 2021 04:32 PM PST -
Applied fluids
Location: MSRI: Online/VirtualUpdated on Jan 14, 2021 06:35 AM PST -
Free surface flows in fluid dynamics (UCB Chancellor Professor Course)
Location: MSRI: Online/Virtual Speakers: Thomas Alazard (Ecole Normale Supérieure Paris-Saclay; Centre National de la Recherche Scientifique (CNRS))A classical subject in the mathematical theory of hydrodynamics consists in studying the evolution of the free surface separating the air from a perfect incompressible fluid. We will examine this problem for two important sets of equations: the water wave equations and the Hele-Shaw equations, including the Muskat problem. They are of different nature, dispersive versus parabolic, but we will see that they can be studied by related tools.
These courses are intended for graduate students with a general interest in analysis and no prerequisites about any advanced theory is required. A large part of the courses will consist of short self-contained introductions to the following topics: Paradifferential calculus, the fractional Laplacian and the multiplier methods of Morawetz and Lions. These lectures also aim to give a self-contained introduction to certain aspects at the cutting edge of research. I will give a detailed analysis of the Cauchy problem for the water wave, Hele-Shaw and Muskat equations.
Updated on Jan 08, 2021 05:04 PM PST -
Career Development Seminar
Location: MSRI: Online/VirtualTo participate in this seminar, please register here: https://www.msri.org/seminars/25657
Updated on Jan 26, 2021 02:58 PM PST -
Model problems in fluid dynamics
Location: MSRI: Online/VirtualTo participate in this seminar, please register here: https://www.msri.org/seminars/25657
Updated on Jan 13, 2021 05:08 PM PST -
Free surface flows in fluid dynamics (UCB Chancellor Professor Course)
Location: MSRI: Online/Virtual Speakers: Thomas Alazard (Ecole Normale Supérieure Paris-Saclay; Centre National de la Recherche Scientifique (CNRS))A classical subject in the mathematical theory of hydrodynamics consists in studying the evolution of the free surface separating the air from a perfect incompressible fluid. We will examine this problem for two important sets of equations: the water wave equations and the Hele-Shaw equations, including the Muskat problem. They are of different nature, dispersive versus parabolic, but we will see that they can be studied by related tools.
These courses are intended for graduate students with a general interest in analysis and no prerequisites about any advanced theory is required. A large part of the courses will consist of short self-contained introductions to the following topics: Paradifferential calculus, the fractional Laplacian and the multiplier methods of Morawetz and Lions. These lectures also aim to give a self-contained introduction to certain aspects at the cutting edge of research. I will give a detailed analysis of the Cauchy problem for the water wave, Hele-Shaw and Muskat equations.
Updated on Jan 08, 2021 05:04 PM PST -
Water waves and other interface problems (Part 1)
Location: MSRI: Online/VirtualTo participate in this seminar, please register here: https://www.msri.org/seminars/25657
Updated on Jan 13, 2021 05:22 PM PST -
Water waves and other interface problems (Part 2)
Location: MSRI: Online/VirtualTo participate in this seminar, please register here: https://www.msri.org/seminars/25657
Updated on Jan 13, 2021 05:27 PM PST -
Free surface flows in fluid dynamics (UCB Chancellor Professor Course)
Location: MSRI: Online/Virtual Speakers: Thomas Alazard (Ecole Normale Supérieure Paris-Saclay; Centre National de la Recherche Scientifique (CNRS))A classical subject in the mathematical theory of hydrodynamics consists in studying the evolution of the free surface separating the air from a perfect incompressible fluid. We will examine this problem for two important sets of equations: the water wave equations and the Hele-Shaw equations, including the Muskat problem. They are of different nature, dispersive versus parabolic, but we will see that they can be studied by related tools.
These courses are intended for graduate students with a general interest in analysis and no prerequisites about any advanced theory is required. A large part of the courses will consist of short self-contained introductions to the following topics: Paradifferential calculus, the fractional Laplacian and the multiplier methods of Morawetz and Lions. These lectures also aim to give a self-contained introduction to certain aspects at the cutting edge of research. I will give a detailed analysis of the Cauchy problem for the water wave, Hele-Shaw and Muskat equations.
Updated on Jan 08, 2021 05:04 PM PST -
Graduate Student Working Group
Location: MSRI: Online/VirtualTo participate in this seminar, please register here: https://www.msri.org/seminars/25657
Updated on Jan 22, 2021 09:27 AM PST -
Euler/Navier Stokes (Part 1)
Location: MSRI: Online/VirtualTo participate in this seminar, please register here: https://www.msri.org/seminars/25657
Updated on Jan 14, 2021 06:19 AM PST -
DDC - Reading Group: Valuations on dp-finite fields
Location: MSRI: Online/VirtualTo participate in this seminar, please register here: https://www.msri.org/seminars/25206
Updated on Jan 22, 2021 10:36 AM PST -
Euler/Navier Stokes (Part 2)
Location: MSRI: Online/VirtualUpdated on Jan 14, 2021 06:18 AM PST -
Fellowship of the Ring, National Seminar:
Location: MSRI: Online/VirtualTo attend this seminar, you must register in advance, by clicking HERE.
Updated on Jan 11, 2021 04:32 PM PST -
Applied fluids
Location: MSRI: Online/VirtualUpdated on Jan 14, 2021 06:35 AM PST -
Free surface flows in fluid dynamics (UCB Chancellor Professor Course)
Location: MSRI: Online/Virtual Speakers: Thomas Alazard (Ecole Normale Supérieure Paris-Saclay; Centre National de la Recherche Scientifique (CNRS))A classical subject in the mathematical theory of hydrodynamics consists in studying the evolution of the free surface separating the air from a perfect incompressible fluid. We will examine this problem for two important sets of equations: the water wave equations and the Hele-Shaw equations, including the Muskat problem. They are of different nature, dispersive versus parabolic, but we will see that they can be studied by related tools.
These courses are intended for graduate students with a general interest in analysis and no prerequisites about any advanced theory is required. A large part of the courses will consist of short self-contained introductions to the following topics: Paradifferential calculus, the fractional Laplacian and the multiplier methods of Morawetz and Lions. These lectures also aim to give a self-contained introduction to certain aspects at the cutting edge of research. I will give a detailed analysis of the Cauchy problem for the water wave, Hele-Shaw and Muskat equations.
Updated on Jan 08, 2021 05:04 PM PST -
Career Development Seminar
Location: MSRI: Online/VirtualTo participate in this seminar, please register here: https://www.msri.org/seminars/25657
Updated on Jan 26, 2021 02:58 PM PST -
Model problems in fluid dynamics
Location: MSRI: Online/VirtualTo participate in this seminar, please register here: https://www.msri.org/seminars/25657
Updated on Jan 13, 2021 05:08 PM PST -
Free surface flows in fluid dynamics (UCB Chancellor Professor Course)
Location: MSRI: Online/Virtual Speakers: Thomas Alazard (Ecole Normale Supérieure Paris-Saclay; Centre National de la Recherche Scientifique (CNRS))A classical subject in the mathematical theory of hydrodynamics consists in studying the evolution of the free surface separating the air from a perfect incompressible fluid. We will examine this problem for two important sets of equations: the water wave equations and the Hele-Shaw equations, including the Muskat problem. They are of different nature, dispersive versus parabolic, but we will see that they can be studied by related tools.
These courses are intended for graduate students with a general interest in analysis and no prerequisites about any advanced theory is required. A large part of the courses will consist of short self-contained introductions to the following topics: Paradifferential calculus, the fractional Laplacian and the multiplier methods of Morawetz and Lions. These lectures also aim to give a self-contained introduction to certain aspects at the cutting edge of research. I will give a detailed analysis of the Cauchy problem for the water wave, Hele-Shaw and Muskat equations.
Updated on Jan 08, 2021 05:04 PM PST -
Water waves and other interface problems (Part 1)
Location: MSRI: Online/VirtualTo participate in this seminar, please register here: https://www.msri.org/seminars/25657
Updated on Jan 13, 2021 05:22 PM PST -
Water waves and other interface problems (Part 2)
Location: MSRI: Online/VirtualTo participate in this seminar, please register here: https://www.msri.org/seminars/25657
Updated on Jan 13, 2021 05:27 PM PST -
Free surface flows in fluid dynamics (UCB Chancellor Professor Course)
Location: MSRI: Online/Virtual Speakers: Thomas Alazard (Ecole Normale Supérieure Paris-Saclay; Centre National de la Recherche Scientifique (CNRS))A classical subject in the mathematical theory of hydrodynamics consists in studying the evolution of the free surface separating the air from a perfect incompressible fluid. We will examine this problem for two important sets of equations: the water wave equations and the Hele-Shaw equations, including the Muskat problem. They are of different nature, dispersive versus parabolic, but we will see that they can be studied by related tools.
These courses are intended for graduate students with a general interest in analysis and no prerequisites about any advanced theory is required. A large part of the courses will consist of short self-contained introductions to the following topics: Paradifferential calculus, the fractional Laplacian and the multiplier methods of Morawetz and Lions. These lectures also aim to give a self-contained introduction to certain aspects at the cutting edge of research. I will give a detailed analysis of the Cauchy problem for the water wave, Hele-Shaw and Muskat equations.
Updated on Jan 08, 2021 05:04 PM PST -
Graduate Student Working Group
Location: MSRI: Online/VirtualTo participate in this seminar, please register here: https://www.msri.org/seminars/25657
Updated on Jan 22, 2021 09:27 AM PST -
Euler/Navier Stokes (Part 1)
Location: MSRI: Online/VirtualTo participate in this seminar, please register here: https://www.msri.org/seminars/25657
Updated on Jan 14, 2021 06:19 AM PST -
Euler/Navier Stokes (Part 2)
Location: MSRI: Online/VirtualUpdated on Jan 14, 2021 06:19 AM PST -
Fellowship of the Ring, National Seminar:
Location: MSRI: Online/VirtualTo attend this seminar, you must register in advance, by clicking HERE.
Updated on Jan 11, 2021 04:32 PM PST -
Applied fluids
Location: MSRI: Online/VirtualUpdated on Jan 14, 2021 06:35 AM PST -
Free surface flows in fluid dynamics (UCB Chancellor Professor Course)
Location: MSRI: Online/Virtual Speakers: Thomas Alazard (Ecole Normale Supérieure Paris-Saclay; Centre National de la Recherche Scientifique (CNRS))A classical subject in the mathematical theory of hydrodynamics consists in studying the evolution of the free surface separating the air from a perfect incompressible fluid. We will examine this problem for two important sets of equations: the water wave equations and the Hele-Shaw equations, including the Muskat problem. They are of different nature, dispersive versus parabolic, but we will see that they can be studied by related tools.
These courses are intended for graduate students with a general interest in analysis and no prerequisites about any advanced theory is required. A large part of the courses will consist of short self-contained introductions to the following topics: Paradifferential calculus, the fractional Laplacian and the multiplier methods of Morawetz and Lions. These lectures also aim to give a self-contained introduction to certain aspects at the cutting edge of research. I will give a detailed analysis of the Cauchy problem for the water wave, Hele-Shaw and Muskat equations.
Updated on Jan 08, 2021 05:04 PM PST -
Career Development Seminar
Location: MSRI: Online/VirtualTo participate in this seminar, please register here: https://www.msri.org/seminars/25657
Updated on Jan 26, 2021 02:59 PM PST -
Model problems in fluid dynamics
Location: MSRI: Online/VirtualTo participate in this seminar, please register here: https://www.msri.org/seminars/25657
Updated on Jan 13, 2021 05:08 PM PST -
Free surface flows in fluid dynamics (UCB Chancellor Professor Course)
Location: MSRI: Online/Virtual Speakers: Thomas Alazard (Ecole Normale Supérieure Paris-Saclay; Centre National de la Recherche Scientifique (CNRS))A classical subject in the mathematical theory of hydrodynamics consists in studying the evolution of the free surface separating the air from a perfect incompressible fluid. We will examine this problem for two important sets of equations: the water wave equations and the Hele-Shaw equations, including the Muskat problem. They are of different nature, dispersive versus parabolic, but we will see that they can be studied by related tools.
These courses are intended for graduate students with a general interest in analysis and no prerequisites about any advanced theory is required. A large part of the courses will consist of short self-contained introductions to the following topics: Paradifferential calculus, the fractional Laplacian and the multiplier methods of Morawetz and Lions. These lectures also aim to give a self-contained introduction to certain aspects at the cutting edge of research. I will give a detailed analysis of the Cauchy problem for the water wave, Hele-Shaw and Muskat equations.
Updated on Jan 08, 2021 05:04 PM PST -
Water waves and other interface problems (Part 1)
Location: MSRI: Online/VirtualTo participate in this seminar, please register here: https://www.msri.org/seminars/25657
Updated on Jan 13, 2021 05:22 PM PST -
Water waves and other interface problems (Part 2)
Location: MSRI: Online/VirtualTo participate in this seminar, please register here: https://www.msri.org/seminars/25657
Updated on Jan 13, 2021 05:27 PM PST -
Free surface flows in fluid dynamics (UCB Chancellor Professor Course)
Location: MSRI: Online/Virtual Speakers: Thomas Alazard (Ecole Normale Supérieure Paris-Saclay; Centre National de la Recherche Scientifique (CNRS))A classical subject in the mathematical theory of hydrodynamics consists in studying the evolution of the free surface separating the air from a perfect incompressible fluid. We will examine this problem for two important sets of equations: the water wave equations and the Hele-Shaw equations, including the Muskat problem. They are of different nature, dispersive versus parabolic, but we will see that they can be studied by related tools.
These courses are intended for graduate students with a general interest in analysis and no prerequisites about any advanced theory is required. A large part of the courses will consist of short self-contained introductions to the following topics: Paradifferential calculus, the fractional Laplacian and the multiplier methods of Morawetz and Lions. These lectures also aim to give a self-contained introduction to certain aspects at the cutting edge of research. I will give a detailed analysis of the Cauchy problem for the water wave, Hele-Shaw and Muskat equations.
Updated on Jan 08, 2021 05:04 PM PST -
Graduate Student Working Group
Location: MSRI: Online/VirtualTo participate in this seminar, please register here: https://www.msri.org/seminars/25657
Updated on Jan 22, 2021 09:27 AM PST -
Euler/Navier Stokes (Part 1)
Location: MSRI: Online/VirtualTo participate in this seminar, please register here: https://www.msri.org/seminars/25657
Updated on Jan 14, 2021 06:20 AM PST -
Euler/Navier Stokes (Part 2)
Location: MSRI: Online/VirtualUpdated on Jan 14, 2021 06:19 AM PST -
Fellowship of the Ring, National Seminar:
Location: MSRI: Online/VirtualTo attend this seminar, you must register in advance, by clicking HERE.
Updated on Jan 11, 2021 04:34 PM PST -
Applied fluids
Location: MSRI: Online/VirtualUpdated on Jan 14, 2021 06:36 AM PST -
Free surface flows in fluid dynamics (UCB Chancellor Professor Course)
Location: MSRI: Online/Virtual Speakers: Thomas Alazard (Ecole Normale Supérieure Paris-Saclay; Centre National de la Recherche Scientifique (CNRS))A classical subject in the mathematical theory of hydrodynamics consists in studying the evolution of the free surface separating the air from a perfect incompressible fluid. We will examine this problem for two important sets of equations: the water wave equations and the Hele-Shaw equations, including the Muskat problem. They are of different nature, dispersive versus parabolic, but we will see that they can be studied by related tools.
These courses are intended for graduate students with a general interest in analysis and no prerequisites about any advanced theory is required. A large part of the courses will consist of short self-contained introductions to the following topics: Paradifferential calculus, the fractional Laplacian and the multiplier methods of Morawetz and Lions. These lectures also aim to give a self-contained introduction to certain aspects at the cutting edge of research. I will give a detailed analysis of the Cauchy problem for the water wave, Hele-Shaw and Muskat equations.
Updated on Jan 08, 2021 05:04 PM PST -
Career Development Seminar
Location: MSRI: Online/VirtualTo participate in this seminar, please register here: https://www.msri.org/seminars/25657
Updated on Jan 26, 2021 02:59 PM PST -
Model problems in fluid dynamics
Location: MSRI: Online/VirtualTo participate in this seminar, please register here: https://www.msri.org/seminars/25657
Updated on Jan 13, 2021 05:08 PM PST -
Free surface flows in fluid dynamics (UCB Chancellor Professor Course)
Location: MSRI: Online/Virtual Speakers: Thomas Alazard (Ecole Normale Supérieure Paris-Saclay; Centre National de la Recherche Scientifique (CNRS))A classical subject in the mathematical theory of hydrodynamics consists in studying the evolution of the free surface separating the air from a perfect incompressible fluid. We will examine this problem for two important sets of equations: the water wave equations and the Hele-Shaw equations, including the Muskat problem. They are of different nature, dispersive versus parabolic, but we will see that they can be studied by related tools.
These courses are intended for graduate students with a general interest in analysis and no prerequisites about any advanced theory is required. A large part of the courses will consist of short self-contained introductions to the following topics: Paradifferential calculus, the fractional Laplacian and the multiplier methods of Morawetz and Lions. These lectures also aim to give a self-contained introduction to certain aspects at the cutting edge of research. I will give a detailed analysis of the Cauchy problem for the water wave, Hele-Shaw and Muskat equations.
Updated on Jan 08, 2021 05:04 PM PST -
Water waves and other interface problems (Part 1)
Location: MSRI: Online/VirtualTo participate in this seminar, please register here: https://www.msri.org/seminars/25657
Updated on Jan 13, 2021 05:22 PM PST -
Water waves and other interface problems (Part 2)
Location: MSRI: Online/VirtualTo participate in this seminar, please register here: https://www.msri.org/seminars/25657
Updated on Jan 13, 2021 05:27 PM PST -
Free surface flows in fluid dynamics (UCB Chancellor Professor Course)
Location: MSRI: Online/Virtual Speakers: Thomas Alazard (Ecole Normale Supérieure Paris-Saclay; Centre National de la Recherche Scientifique (CNRS))A classical subject in the mathematical theory of hydrodynamics consists in studying the evolution of the free surface separating the air from a perfect incompressible fluid. We will examine this problem for two important sets of equations: the water wave equations and the Hele-Shaw equations, including the Muskat problem. They are of different nature, dispersive versus parabolic, but we will see that they can be studied by related tools.
These courses are intended for graduate students with a general interest in analysis and no prerequisites about any advanced theory is required. A large part of the courses will consist of short self-contained introductions to the following topics: Paradifferential calculus, the fractional Laplacian and the multiplier methods of Morawetz and Lions. These lectures also aim to give a self-contained introduction to certain aspects at the cutting edge of research. I will give a detailed analysis of the Cauchy problem for the water wave, Hele-Shaw and Muskat equations.
Updated on Jan 08, 2021 05:04 PM PST -
Graduate Student Working Group
Location: MSRI: Online/VirtualTo participate in this seminar, please register here: https://www.msri.org/seminars/25657
Updated on Jan 22, 2021 09:27 AM PST -
Euler/Navier Stokes (Part 1)
Location: MSRI: Online/VirtualTo participate in this seminar, please register here: https://www.msri.org/seminars/25657
Updated on Jan 14, 2021 06:20 AM PST -
Euler/Navier Stokes (Part 2)
Location: MSRI: Online/VirtualUpdated on Jan 14, 2021 06:20 AM PST -
Fellowship of the Ring, National Seminar:
Location: MSRI: Online/VirtualTo attend this seminar, you must register in advance, by clicking HERE.
Updated on Jan 11, 2021 04:34 PM PST -
Applied fluids
Location: MSRI: Online/VirtualUpdated on Jan 14, 2021 06:36 AM PST -
Free surface flows in fluid dynamics (UCB Chancellor Professor Course)
Location: MSRI: Online/Virtual Speakers: Thomas Alazard (Ecole Normale Supérieure Paris-Saclay; Centre National de la Recherche Scientifique (CNRS))A classical subject in the mathematical theory of hydrodynamics consists in studying the evolution of the free surface separating the air from a perfect incompressible fluid. We will examine this problem for two important sets of equations: the water wave equations and the Hele-Shaw equations, including the Muskat problem. They are of different nature, dispersive versus parabolic, but we will see that they can be studied by related tools.
These courses are intended for graduate students with a general interest in analysis and no prerequisites about any advanced theory is required. A large part of the courses will consist of short self-contained introductions to the following topics: Paradifferential calculus, the fractional Laplacian and the multiplier methods of Morawetz and Lions. These lectures also aim to give a self-contained introduction to certain aspects at the cutting edge of research. I will give a detailed analysis of the Cauchy problem for the water wave, Hele-Shaw and Muskat equations.
Updated on Jan 08, 2021 05:04 PM PST -
Career Development Seminar
Location: MSRI: Online/VirtualTo participate in this seminar, please register here: https://www.msri.org/seminars/25657
Updated on Jan 26, 2021 02:59 PM PST -
Model problems in fluid dynamics
Location: MSRI: Online/VirtualTo participate in this seminar, please register here: https://www.msri.org/seminars/25657
Updated on Jan 13, 2021 05:08 PM PST -
Free surface flows in fluid dynamics (UCB Chancellor Professor Course)
Location: MSRI: Online/Virtual Speakers: Thomas Alazard (Ecole Normale Supérieure Paris-Saclay; Centre National de la Recherche Scientifique (CNRS))A classical subject in the mathematical theory of hydrodynamics consists in studying the evolution of the free surface separating the air from a perfect incompressible fluid. We will examine this problem for two important sets of equations: the water wave equations and the Hele-Shaw equations, including the Muskat problem. They are of different nature, dispersive versus parabolic, but we will see that they can be studied by related tools.
These courses are intended for graduate students with a general interest in analysis and no prerequisites about any advanced theory is required. A large part of the courses will consist of short self-contained introductions to the following topics: Paradifferential calculus, the fractional Laplacian and the multiplier methods of Morawetz and Lions. These lectures also aim to give a self-contained introduction to certain aspects at the cutting edge of research. I will give a detailed analysis of the Cauchy problem for the water wave, Hele-Shaw and Muskat equations.
Updated on Jan 08, 2021 05:04 PM PST -
Water waves and other interface problems (Part 1)
Location: MSRI: Online/VirtualTo participate in this seminar, please register here: https://www.msri.org/seminars/25657
Updated on Jan 13, 2021 05:22 PM PST -
Water waves and other interface problems (Part 2)
Location: MSRI: Online/VirtualTo participate in this seminar, please register here: https://www.msri.org/seminars/25657
Updated on Jan 13, 2021 05:27 PM PST -
Free surface flows in fluid dynamics (UCB Chancellor Professor Course)
Location: MSRI: Online/Virtual Speakers: Thomas Alazard (Ecole Normale Supérieure Paris-Saclay; Centre National de la Recherche Scientifique (CNRS))A classical subject in the mathematical theory of hydrodynamics consists in studying the evolution of the free surface separating the air from a perfect incompressible fluid. We will examine this problem for two important sets of equations: the water wave equations and the Hele-Shaw equations, including the Muskat problem. They are of different nature, dispersive versus parabolic, but we will see that they can be studied by related tools.
These courses are intended for graduate students with a general interest in analysis and no prerequisites about any advanced theory is required. A large part of the courses will consist of short self-contained introductions to the following topics: Paradifferential calculus, the fractional Laplacian and the multiplier methods of Morawetz and Lions. These lectures also aim to give a self-contained introduction to certain aspects at the cutting edge of research. I will give a detailed analysis of the Cauchy problem for the water wave, Hele-Shaw and Muskat equations.
Updated on Jan 08, 2021 05:04 PM PST -
Graduate Student Working Group
Location: MSRI: Online/VirtualTo participate in this seminar, please register here: https://www.msri.org/seminars/25657
Updated on Jan 22, 2021 09:27 AM PST -
Euler/Navier Stokes (Part 1)
Location: MSRI: Online/VirtualTo participate in this seminar, please register here: https://www.msri.org/seminars/25657
Updated on Jan 14, 2021 06:21 AM PST -
Euler/Navier Stokes (Part 2)
Location: MSRI: Online/VirtualUpdated on Jan 14, 2021 06:20 AM PST -
Fellowship of the Ring, National Seminar:
Location: MSRI: Online/VirtualTo attend this seminar, you must register in advance, by clicking HERE.
Updated on Jan 11, 2021 04:35 PM PST -
Applied fluids
Location: MSRI: Online/VirtualUpdated on Jan 14, 2021 06:36 AM PST -
Free surface flows in fluid dynamics (UCB Chancellor Professor Course)
Location: MSRI: Online/Virtual Speakers: Thomas Alazard (Ecole Normale Supérieure Paris-Saclay; Centre National de la Recherche Scientifique (CNRS))A classical subject in the mathematical theory of hydrodynamics consists in studying the evolution of the free surface separating the air from a perfect incompressible fluid. We will examine this problem for two important sets of equations: the water wave equations and the Hele-Shaw equations, including the Muskat problem. They are of different nature, dispersive versus parabolic, but we will see that they can be studied by related tools.
These courses are intended for graduate students with a general interest in analysis and no prerequisites about any advanced theory is required. A large part of the courses will consist of short self-contained introductions to the following topics: Paradifferential calculus, the fractional Laplacian and the multiplier methods of Morawetz and Lions. These lectures also aim to give a self-contained introduction to certain aspects at the cutting edge of research. I will give a detailed analysis of the Cauchy problem for the water wave, Hele-Shaw and Muskat equations.
Updated on Jan 08, 2021 05:04 PM PST -
Career Development Seminar
Location: MSRI: Online/VirtualTo participate in this seminar, please register here: https://www.msri.org/seminars/25657
Updated on Jan 26, 2021 02:59 PM PST -
Model problems in fluid dynamics
Location: MSRI: Online/VirtualTo participate in this seminar, please register here: https://www.msri.org/seminars/25657
Updated on Jan 13, 2021 05:08 PM PST -
Free surface flows in fluid dynamics (UCB Chancellor Professor Course)
Location: MSRI: Online/Virtual Speakers: Thomas Alazard (Ecole Normale Supérieure Paris-Saclay; Centre National de la Recherche Scientifique (CNRS))A classical subject in the mathematical theory of hydrodynamics consists in studying the evolution of the free surface separating the air from a perfect incompressible fluid. We will examine this problem for two important sets of equations: the water wave equations and the Hele-Shaw equations, including the Muskat problem. They are of different nature, dispersive versus parabolic, but we will see that they can be studied by related tools.
These courses are intended for graduate students with a general interest in analysis and no prerequisites about any advanced theory is required. A large part of the courses will consist of short self-contained introductions to the following topics: Paradifferential calculus, the fractional Laplacian and the multiplier methods of Morawetz and Lions. These lectures also aim to give a self-contained introduction to certain aspects at the cutting edge of research. I will give a detailed analysis of the Cauchy problem for the water wave, Hele-Shaw and Muskat equations.
Updated on Jan 08, 2021 05:04 PM PST -
Water waves and other interface problems (Part 1)
Location: MSRI: Online/VirtualTo participate in this seminar, please register here: https://www.msri.org/seminars/25657
Updated on Jan 13, 2021 05:22 PM PST -
Water waves and other interface problems (Part 2)
Location: MSRI: Online/VirtualTo participate in this seminar, please register here: https://www.msri.org/seminars/25657
Updated on Jan 13, 2021 05:27 PM PST -
Free surface flows in fluid dynamics (UCB Chancellor Professor Course)
Location: MSRI: Online/Virtual Speakers: Thomas Alazard (Ecole Normale Supérieure Paris-Saclay; Centre National de la Recherche Scientifique (CNRS))A classical subject in the mathematical theory of hydrodynamics consists in studying the evolution of the free surface separating the air from a perfect incompressible fluid. We will examine this problem for two important sets of equations: the water wave equations and the Hele-Shaw equations, including the Muskat problem. They are of different nature, dispersive versus parabolic, but we will see that they can be studied by related tools.
These courses are intended for graduate students with a general interest in analysis and no prerequisites about any advanced theory is required. A large part of the courses will consist of short self-contained introductions to the following topics: Paradifferential calculus, the fractional Laplacian and the multiplier methods of Morawetz and Lions. These lectures also aim to give a self-contained introduction to certain aspects at the cutting edge of research. I will give a detailed analysis of the Cauchy problem for the water wave, Hele-Shaw and Muskat equations.
Updated on Jan 08, 2021 05:04 PM PST -
Graduate Student Working Group
Location: MSRI: Online/VirtualTo participate in this seminar, please register here: https://www.msri.org/seminars/25657
Updated on Jan 22, 2021 09:27 AM PST -
Euler/Navier Stokes (Part 1)
Location: MSRI: Online/VirtualTo participate in this seminar, please register here: https://www.msri.org/seminars/25657
Updated on Jan 14, 2021 06:22 AM PST -
Euler/Navier Stokes (Part 2)
Location: MSRI: Online/VirtualUpdated on Jan 14, 2021 06:21 AM PST -
Fellowship of the Ring, National Seminar:
Location: MSRI: Online/VirtualTo attend this seminar, you must register in advance, by clicking HERE.
Updated on Jan 11, 2021 04:35 PM PST -
Applied fluids
Location: MSRI: Online/VirtualUpdated on Jan 14, 2021 06:36 AM PST -
Free surface flows in fluid dynamics (UCB Chancellor Professor Course)
Location: MSRI: Online/Virtual Speakers: Thomas Alazard (Ecole Normale Supérieure Paris-Saclay; Centre National de la Recherche Scientifique (CNRS))A classical subject in the mathematical theory of hydrodynamics consists in studying the evolution of the free surface separating the air from a perfect incompressible fluid. We will examine this problem for two important sets of equations: the water wave equations and the Hele-Shaw equations, including the Muskat problem. They are of different nature, dispersive versus parabolic, but we will see that they can be studied by related tools.
These courses are intended for graduate students with a general interest in analysis and no prerequisites about any advanced theory is required. A large part of the courses will consist of short self-contained introductions to the following topics: Paradifferential calculus, the fractional Laplacian and the multiplier methods of Morawetz and Lions. These lectures also aim to give a self-contained introduction to certain aspects at the cutting edge of research. I will give a detailed analysis of the Cauchy problem for the water wave, Hele-Shaw and Muskat equations.
Updated on Jan 08, 2021 05:04 PM PST -
Career Development Seminar
Location: MSRI: Online/VirtualTo participate in this seminar, please register here: https://www.msri.org/seminars/25657
Updated on Jan 26, 2021 02:59 PM PST -
Model problems in fluid dynamics
Location: MSRI: Online/VirtualTo participate in this seminar, please register here: https://www.msri.org/seminars/25657
Updated on Jan 13, 2021 05:08 PM PST -
Free surface flows in fluid dynamics (UCB Chancellor Professor Course)
Location: MSRI: Online/Virtual Speakers: Thomas Alazard (Ecole Normale Supérieure Paris-Saclay; Centre National de la Recherche Scientifique (CNRS))A classical subject in the mathematical theory of hydrodynamics consists in studying the evolution of the free surface separating the air from a perfect incompressible fluid. We will examine this problem for two important sets of equations: the water wave equations and the Hele-Shaw equations, including the Muskat problem. They are of different nature, dispersive versus parabolic, but we will see that they can be studied by related tools.
These courses are intended for graduate students with a general interest in analysis and no prerequisites about any advanced theory is required. A large part of the courses will consist of short self-contained introductions to the following topics: Paradifferential calculus, the fractional Laplacian and the multiplier methods of Morawetz and Lions. These lectures also aim to give a self-contained introduction to certain aspects at the cutting edge of research. I will give a detailed analysis of the Cauchy problem for the water wave, Hele-Shaw and Muskat equations.
Updated on Jan 08, 2021 05:04 PM PST -
Water waves and other interface problems (Part 1)
Location: MSRI: Online/VirtualTo participate in this seminar, please register here: https://www.msri.org/seminars/25657
Updated on Jan 13, 2021 05:22 PM PST -
Water waves and other interface problems (Part 2)
Location: MSRI: Online/VirtualTo participate in this seminar, please register here: https://www.msri.org/seminars/25657
Updated on Jan 13, 2021 05:27 PM PST -
Free surface flows in fluid dynamics (UCB Chancellor Professor Course)
Location: MSRI: Online/Virtual Speakers: Thomas Alazard (Ecole Normale Supérieure Paris-Saclay; Centre National de la Recherche Scientifique (CNRS))A classical subject in the mathematical theory of hydrodynamics consists in studying the evolution of the free surface separating the air from a perfect incompressible fluid. We will examine this problem for two important sets of equations: the water wave equations and the Hele-Shaw equations, including the Muskat problem. They are of different nature, dispersive versus parabolic, but we will see that they can be studied by related tools.
These courses are intended for graduate students with a general interest in analysis and no prerequisites about any advanced theory is required. A large part of the courses will consist of short self-contained introductions to the following topics: Paradifferential calculus, the fractional Laplacian and the multiplier methods of Morawetz and Lions. These lectures also aim to give a self-contained introduction to certain aspects at the cutting edge of research. I will give a detailed analysis of the Cauchy problem for the water wave, Hele-Shaw and Muskat equations.
Updated on Jan 08, 2021 05:04 PM PST -
Graduate Student Working Group
Location: MSRI: Online/VirtualTo participate in this seminar, please register here: https://www.msri.org/seminars/25657
Updated on Jan 22, 2021 09:27 AM PST -
Euler/Navier Stokes (Part 1)
Location: MSRI: Online/VirtualTo participate in this seminar, please register here: https://www.msri.org/seminars/25657
Updated on Jan 14, 2021 06:22 AM PST -
Euler/Navier Stokes (Part 2)
Location: MSRI: Online/VirtualUpdated on Jan 14, 2021 06:22 AM PST -
Fellowship of the Ring, National Seminar:
Location: MSRI: Online/VirtualTo attend this seminar, you must register in advance, by clicking HERE.
Updated on Jan 11, 2021 04:35 PM PST -
Applied fluids
Location: MSRI: Online/VirtualUpdated on Jan 14, 2021 06:36 AM PST -
Free surface flows in fluid dynamics (UCB Chancellor Professor Course)
Location: MSRI: Online/Virtual Speakers: Thomas Alazard (Ecole Normale Supérieure Paris-Saclay; Centre National de la Recherche Scientifique (CNRS))A classical subject in the mathematical theory of hydrodynamics consists in studying the evolution of the free surface separating the air from a perfect incompressible fluid. We will examine this problem for two important sets of equations: the water wave equations and the Hele-Shaw equations, including the Muskat problem. They are of different nature, dispersive versus parabolic, but we will see that they can be studied by related tools.
These courses are intended for graduate students with a general interest in analysis and no prerequisites about any advanced theory is required. A large part of the courses will consist of short self-contained introductions to the following topics: Paradifferential calculus, the fractional Laplacian and the multiplier methods of Morawetz and Lions. These lectures also aim to give a self-contained introduction to certain aspects at the cutting edge of research. I will give a detailed analysis of the Cauchy problem for the water wave, Hele-Shaw and Muskat equations.
Updated on Jan 08, 2021 05:04 PM PST -
Career Development Seminar
Location: MSRI: Online/VirtualTo participate in this seminar, please register here: https://www.msri.org/seminars/25657
Updated on Jan 26, 2021 02:59 PM PST -
Model problems in fluid dynamics
Location: MSRI: Online/VirtualTo participate in this seminar, please register here: https://www.msri.org/seminars/25657
Updated on Jan 13, 2021 05:08 PM PST -
Free surface flows in fluid dynamics (UCB Chancellor Professor Course)
Location: MSRI: Online/Virtual Speakers: Thomas Alazard (Ecole Normale Supérieure Paris-Saclay; Centre National de la Recherche Scientifique (CNRS))A classical subject in the mathematical theory of hydrodynamics consists in studying the evolution of the free surface separating the air from a perfect incompressible fluid. We will examine this problem for two important sets of equations: the water wave equations and the Hele-Shaw equations, including the Muskat problem. They are of different nature, dispersive versus parabolic, but we will see that they can be studied by related tools.
These courses are intended for graduate students with a general interest in analysis and no prerequisites about any advanced theory is required. A large part of the courses will consist of short self-contained introductions to the following topics: Paradifferential calculus, the fractional Laplacian and the multiplier methods of Morawetz and Lions. These lectures also aim to give a self-contained introduction to certain aspects at the cutting edge of research. I will give a detailed analysis of the Cauchy problem for the water wave, Hele-Shaw and Muskat equations.
Updated on Jan 08, 2021 05:04 PM PST -
Water waves and other interface problems (Part 1)
Location: MSRI: Online/VirtualTo participate in this seminar, please register here: https://www.msri.org/seminars/25657
Updated on Jan 13, 2021 05:22 PM PST -
Water waves and other interface problems (Part 2)
Location: MSRI: Online/VirtualTo participate in this seminar, please register here: https://www.msri.org/seminars/25657
Updated on Jan 13, 2021 05:27 PM PST -
Free surface flows in fluid dynamics (UCB Chancellor Professor Course)
Location: MSRI: Online/Virtual Speakers: Thomas Alazard (Ecole Normale Supérieure Paris-Saclay; Centre National de la Recherche Scientifique (CNRS))A classical subject in the mathematical theory of hydrodynamics consists in studying the evolution of the free surface separating the air from a perfect incompressible fluid. We will examine this problem for two important sets of equations: the water wave equations and the Hele-Shaw equations, including the Muskat problem. They are of different nature, dispersive versus parabolic, but we will see that they can be studied by related tools.
These courses are intended for graduate students with a general interest in analysis and no prerequisites about any advanced theory is required. A large part of the courses will consist of short self-contained introductions to the following topics: Paradifferential calculus, the fractional Laplacian and the multiplier methods of Morawetz and Lions. These lectures also aim to give a self-contained introduction to certain aspects at the cutting edge of research. I will give a detailed analysis of the Cauchy problem for the water wave, Hele-Shaw and Muskat equations.
Updated on Jan 08, 2021 05:04 PM PST -
Graduate Student Working Group
Location: MSRI: Online/VirtualTo participate in this seminar, please register here: https://www.msri.org/seminars/25657
Updated on Jan 22, 2021 09:27 AM PST -
Euler/Navier Stokes (Part 1)
Location: MSRI: Online/VirtualTo participate in this seminar, please register here: https://www.msri.org/seminars/25657
Updated on Jan 14, 2021 06:23 AM PST -
Euler/Navier Stokes (Part 2)
Location: MSRI: Online/VirtualUpdated on Jan 14, 2021 06:23 AM PST -
Fellowship of the Ring, National Seminar:
Location: MSRI: Online/VirtualTo attend this seminar, you must register in advance, by clicking HERE.
Updated on Jan 11, 2021 04:36 PM PST -
Applied fluids
Location: MSRI: Online/VirtualUpdated on Jan 14, 2021 06:37 AM PST -
Free surface flows in fluid dynamics (UCB Chancellor Professor Course)
Location: MSRI: Online/Virtual Speakers: Thomas Alazard (Ecole Normale Supérieure Paris-Saclay; Centre National de la Recherche Scientifique (CNRS))A classical subject in the mathematical theory of hydrodynamics consists in studying the evolution of the free surface separating the air from a perfect incompressible fluid. We will examine this problem for two important sets of equations: the water wave equations and the Hele-Shaw equations, including the Muskat problem. They are of different nature, dispersive versus parabolic, but we will see that they can be studied by related tools.
These courses are intended for graduate students with a general interest in analysis and no prerequisites about any advanced theory is required. A large part of the courses will consist of short self-contained introductions to the following topics: Paradifferential calculus, the fractional Laplacian and the multiplier methods of Morawetz and Lions. These lectures also aim to give a self-contained introduction to certain aspects at the cutting edge of research. I will give a detailed analysis of the Cauchy problem for the water wave, Hele-Shaw and Muskat equations.
Updated on Jan 08, 2021 05:04 PM PST -
Career Development Seminar
Location: MSRI: Online/VirtualTo participate in this seminar, please register here: https://www.msri.org/seminars/25657
Updated on Jan 26, 2021 03:00 PM PST -
Model problems in fluid dynamics
Location: MSRI: Online/VirtualTo participate in this seminar, please register here: https://www.msri.org/seminars/25657
Updated on Jan 13, 2021 05:08 PM PST -
Free surface flows in fluid dynamics (UCB Chancellor Professor Course)
Location: MSRI: Online/Virtual Speakers: Thomas Alazard (Ecole Normale Supérieure Paris-Saclay; Centre National de la Recherche Scientifique (CNRS))A classical subject in the mathematical theory of hydrodynamics consists in studying the evolution of the free surface separating the air from a perfect incompressible fluid. We will examine this problem for two important sets of equations: the water wave equations and the Hele-Shaw equations, including the Muskat problem. They are of different nature, dispersive versus parabolic, but we will see that they can be studied by related tools.
These courses are intended for graduate students with a general interest in analysis and no prerequisites about any advanced theory is required. A large part of the courses will consist of short self-contained introductions to the following topics: Paradifferential calculus, the fractional Laplacian and the multiplier methods of Morawetz and Lions. These lectures also aim to give a self-contained introduction to certain aspects at the cutting edge of research. I will give a detailed analysis of the Cauchy problem for the water wave, Hele-Shaw and Muskat equations.
Updated on Jan 08, 2021 05:04 PM PST -
Water waves and other interface problems (Part 1)
Location: MSRI: Online/VirtualTo participate in this seminar, please register here: https://www.msri.org/seminars/25657
Updated on Jan 13, 2021 05:22 PM PST -
Water waves and other interface problems (Part 2)
Location: MSRI: Online/VirtualTo participate in this seminar, please register here: https://www.msri.org/seminars/25657
Updated on Jan 13, 2021 05:27 PM PST -
Free surface flows in fluid dynamics (UCB Chancellor Professor Course)
Location: MSRI: Online/Virtual Speakers: Thomas Alazard (Ecole Normale Supérieure Paris-Saclay; Centre National de la Recherche Scientifique (CNRS))A classical subject in the mathematical theory of hydrodynamics consists in studying the evolution of the free surface separating the air from a perfect incompressible fluid. We will examine this problem for two important sets of equations: the water wave equations and the Hele-Shaw equations, including the Muskat problem. They are of different nature, dispersive versus parabolic, but we will see that they can be studied by related tools.
These courses are intended for graduate students with a general interest in analysis and no prerequisites about any advanced theory is required. A large part of the courses will consist of short self-contained introductions to the following topics: Paradifferential calculus, the fractional Laplacian and the multiplier methods of Morawetz and Lions. These lectures also aim to give a self-contained introduction to certain aspects at the cutting edge of research. I will give a detailed analysis of the Cauchy problem for the water wave, Hele-Shaw and Muskat equations.
Updated on Jan 08, 2021 05:04 PM PST -
Graduate Student Working Group
Location: MSRI: Online/VirtualTo participate in this seminar, please register here: https://www.msri.org/seminars/25657
Updated on Jan 22, 2021 09:27 AM PST -
Euler/Navier Stokes (Part 1)
Location: MSRI: Online/VirtualTo participate in this seminar, please register here: https://www.msri.org/seminars/25657
Updated on Jan 14, 2021 06:24 AM PST -
Euler/Navier Stokes (Part 2)
Location: MSRI: Online/VirtualUpdated on Jan 14, 2021 06:23 AM PST -
Fellowship of the Ring, National Seminar:
Location: MSRI: Online/VirtualTo attend this seminar, you must register in advance, by clicking HERE.
Updated on Jan 11, 2021 04:36 PM PST -
Applied fluids
Location: MSRI: Online/VirtualUpdated on Jan 14, 2021 06:37 AM PST -
Free surface flows in fluid dynamics (UCB Chancellor Professor Course)
Location: MSRI: Online/Virtual Speakers: Thomas Alazard (Ecole Normale Supérieure Paris-Saclay; Centre National de la Recherche Scientifique (CNRS))A classical subject in the mathematical theory of hydrodynamics consists in studying the evolution of the free surface separating the air from a perfect incompressible fluid. We will examine this problem for two important sets of equations: the water wave equations and the Hele-Shaw equations, including the Muskat problem. They are of different nature, dispersive versus parabolic, but we will see that they can be studied by related tools.
These courses are intended for graduate students with a general interest in analysis and no prerequisites about any advanced theory is required. A large part of the courses will consist of short self-contained introductions to the following topics: Paradifferential calculus, the fractional Laplacian and the multiplier methods of Morawetz and Lions. These lectures also aim to give a self-contained introduction to certain aspects at the cutting edge of research. I will give a detailed analysis of the Cauchy problem for the water wave, Hele-Shaw and Muskat equations.
Updated on Jan 08, 2021 05:04 PM PST -
Career Development Seminar
Location: MSRI: Online/VirtualTo participate in this seminar, please register here: https://www.msri.org/seminars/25657
Updated on Jan 26, 2021 03:00 PM PST -
Model problems in fluid dynamics
Location: MSRI: Online/VirtualTo participate in this seminar, please register here: https://www.msri.org/seminars/25657
Updated on Jan 13, 2021 05:08 PM PST -
Free surface flows in fluid dynamics (UCB Chancellor Professor Course)
Location: MSRI: Online/Virtual Speakers: Thomas Alazard (Ecole Normale Supérieure Paris-Saclay; Centre National de la Recherche Scientifique (CNRS))A classical subject in the mathematical theory of hydrodynamics consists in studying the evolution of the free surface separating the air from a perfect incompressible fluid. We will examine this problem for two important sets of equations: the water wave equations and the Hele-Shaw equations, including the Muskat problem. They are of different nature, dispersive versus parabolic, but we will see that they can be studied by related tools.
These courses are intended for graduate students with a general interest in analysis and no prerequisites about any advanced theory is required. A large part of the courses will consist of short self-contained introductions to the following topics: Paradifferential calculus, the fractional Laplacian and the multiplier methods of Morawetz and Lions. These lectures also aim to give a self-contained introduction to certain aspects at the cutting edge of research. I will give a detailed analysis of the Cauchy problem for the water wave, Hele-Shaw and Muskat equations.
Updated on Jan 08, 2021 05:04 PM PST -
Water waves and other interface problems (Part 1)
Location: MSRI: Online/VirtualTo participate in this seminar, please register here: https://www.msri.org/seminars/25657
Updated on Jan 13, 2021 05:22 PM PST -
Water waves and other interface problems (Part 2)
Location: MSRI: Online/VirtualTo participate in this seminar, please register here: https://www.msri.org/seminars/25657
Updated on Jan 13, 2021 05:27 PM PST -
Free surface flows in fluid dynamics (UCB Chancellor Professor Course)
Location: MSRI: Online/Virtual Speakers: Thomas Alazard (Ecole Normale Supérieure Paris-Saclay; Centre National de la Recherche Scientifique (CNRS))A classical subject in the mathematical theory of hydrodynamics consists in studying the evolution of the free surface separating the air from a perfect incompressible fluid. We will examine this problem for two important sets of equations: the water wave equations and the Hele-Shaw equations, including the Muskat problem. They are of different nature, dispersive versus parabolic, but we will see that they can be studied by related tools.
These courses are intended for graduate students with a general interest in analysis and no prerequisites about any advanced theory is required. A large part of the courses will consist of short self-contained introductions to the following topics: Paradifferential calculus, the fractional Laplacian and the multiplier methods of Morawetz and Lions. These lectures also aim to give a self-contained introduction to certain aspects at the cutting edge of research. I will give a detailed analysis of the Cauchy problem for the water wave, Hele-Shaw and Muskat equations.
Updated on Jan 08, 2021 05:04 PM PST -
Graduate Student Working Group
Location: MSRI: Online/VirtualTo participate in this seminar, please register here: https://www.msri.org/seminars/25657
Updated on Jan 22, 2021 09:27 AM PST -
Euler/Navier Stokes (Part 1)
Location: MSRI: Online/VirtualTo participate in this seminar, please register here: https://www.msri.org/seminars/25657
Updated on Jan 14, 2021 06:25 AM PST -
Euler/Navier Stokes (Part 2)
Location: MSRI: Online/VirtualUpdated on Jan 14, 2021 06:25 AM PST -
Fellowship of the Ring, National Seminar:
Location: MSRI: Online/VirtualTo attend this seminar, you must register in advance, by clicking HERE.
Updated on Jan 11, 2021 04:36 PM PST -
Applied fluids
Location: MSRI: Online/VirtualUpdated on Jan 14, 2021 06:37 AM PST -
Free surface flows in fluid dynamics (UCB Chancellor Professor Course)
Location: MSRI: Online/Virtual Speakers: Thomas Alazard (Ecole Normale Supérieure Paris-Saclay; Centre National de la Recherche Scientifique (CNRS))A classical subject in the mathematical theory of hydrodynamics consists in studying the evolution of the free surface separating the air from a perfect incompressible fluid. We will examine this problem for two important sets of equations: the water wave equations and the Hele-Shaw equations, including the Muskat problem. They are of different nature, dispersive versus parabolic, but we will see that they can be studied by related tools.
These courses are intended for graduate students with a general interest in analysis and no prerequisites about any advanced theory is required. A large part of the courses will consist of short self-contained introductions to the following topics: Paradifferential calculus, the fractional Laplacian and the multiplier methods of Morawetz and Lions. These lectures also aim to give a self-contained introduction to certain aspects at the cutting edge of research. I will give a detailed analysis of the Cauchy problem for the water wave, Hele-Shaw and Muskat equations.
Updated on Jan 08, 2021 05:04 PM PST -
Career Development Seminar
Location: MSRI: Online/VirtualTo participate in this seminar, please register here: https://www.msri.org/seminars/25657
Updated on Jan 26, 2021 03:00 PM PST -
Model problems in fluid dynamics
Location: MSRI: Online/VirtualTo participate in this seminar, please register here: https://www.msri.org/seminars/25657
Updated on Jan 13, 2021 05:08 PM PST -
Water waves and other interface problems (Part 1)
Location: MSRI: Online/VirtualTo participate in this seminar, please register here: https://www.msri.org/seminars/25657
Updated on Jan 13, 2021 05:22 PM PST -
Water waves and other interface problems (Part 2)
Location: MSRI: Online/VirtualTo participate in this seminar, please register here: https://www.msri.org/seminars/25657
Updated on Jan 13, 2021 05:27 PM PST -
Graduate Student Working Group
Location: MSRI: Online/VirtualTo participate in this seminar, please register here: https://www.msri.org/seminars/25657
Updated on Jan 22, 2021 09:27 AM PST -
Euler/Navier Stokes (Part 1)
Location: MSRI: Online/VirtualTo participate in this seminar, please register here: https://www.msri.org/seminars/25657
Updated on Jan 14, 2021 06:26 AM PST -
Euler/Navier Stokes (Part 2)
Location: MSRI: Online/VirtualUpdated on Jan 14, 2021 06:25 AM PST -
Fellowship of the Ring, National Seminar:
Location: MSRI: Online/VirtualTo attend this seminar, you must register in advance, by clicking HERE.
Updated on Jan 11, 2021 04:36 PM PST -
Applied fluids
Location: MSRI: Online/VirtualUpdated on Jan 14, 2021 06:37 AM PST -
Career Development Seminar
Location: MSRI: Online/VirtualTo participate in this seminar, please register here: https://www.msri.org/seminars/25657
Updated on Jan 26, 2021 03:00 PM PST -
Model problems in fluid dynamics
Location: MSRI: Online/VirtualTo participate in this seminar, please register here: https://www.msri.org/seminars/25657
Updated on Jan 13, 2021 05:08 PM PST -
Water waves and other interface problems (Part 1)
Location: MSRI: Online/VirtualTo participate in this seminar, please register here: https://www.msri.org/seminars/25657
Updated on Jan 13, 2021 05:22 PM PST -
Water waves and other interface problems (Part 2)
Location: MSRI: Online/VirtualTo participate in this seminar, please register here: https://www.msri.org/seminars/25657
Updated on Jan 13, 2021 05:27 PM PST -
Graduate Student Working Group
Location: MSRI: Online/VirtualTo participate in this seminar, please register here: https://www.msri.org/seminars/25657
Updated on Jan 22, 2021 09:27 AM PST -
Euler/Navier Stokes (Part 1)
Location: MSRI: Online/VirtualTo participate in this seminar, please register here: https://www.msri.org/seminars/25657
Updated on Jan 14, 2021 06:27 AM PST -
Euler/Navier Stokes (Part 2)
Location: MSRI: Online/VirtualUpdated on Jan 14, 2021 06:26 AM PST -
Fellowship of the Ring, National Seminar:
Location: MSRI: Online/VirtualTo attend this seminar, you must register in advance, by clicking HERE.
Updated on Jan 11, 2021 04:36 PM PST -
Applied fluids
Location: MSRI: Online/VirtualUpdated on Jan 14, 2021 06:37 AM PST -
Career Development Seminar
Location: MSRI: Online/VirtualTo participate in this seminar, please register here: https://www.msri.org/seminars/25657
Updated on Jan 26, 2021 03:00 PM PST -
Model problems in fluid dynamics
Location: MSRI: Online/VirtualTo participate in this seminar, please register here: https://www.msri.org/seminars/25657
Updated on Jan 13, 2021 05:08 PM PST -
Water waves and other interface problems (Part 1)
Location: MSRI: Online/VirtualTo participate in this seminar, please register here: https://www.msri.org/seminars/25657
Updated on Jan 13, 2021 05:22 PM PST -
Water waves and other interface problems (Part 2)
Location: MSRI: Online/VirtualTo participate in this seminar, please register here: https://www.msri.org/seminars/25657
Updated on Jan 13, 2021 05:27 PM PST -
Graduate Student Working Group
Location: MSRI: Online/VirtualTo participate in this seminar, please register here: https://www.msri.org/seminars/25657
Updated on Jan 22, 2021 09:27 AM PST -
Euler/Navier Stokes (Part 1)
Location: MSRI: Online/VirtualTo participate in this seminar, please register here: https://www.msri.org/seminars/25657
Updated on Jan 14, 2021 06:27 AM PST -
Euler/Navier Stokes (Part 2)
Location: MSRI: Online/VirtualUpdated on Jan 14, 2021 06:27 AM PST -
Fellowship of the Ring, National Seminar:
Location: MSRI: Online/VirtualTo attend this seminar, you must register in advance, by clicking HERE.
Updated on Jan 11, 2021 04:37 PM PST -
Applied fluids
Location: MSRI: Online/VirtualUpdated on Jan 14, 2021 06:38 AM PST -
Career Development Seminar
Location: MSRI: Online/VirtualTo participate in this seminar, please register here: https://www.msri.org/seminars/25657
Updated on Jan 26, 2021 03:00 PM PST -
Model problems in fluid dynamics
Location: MSRI: Online/VirtualTo participate in this seminar, please register here: https://www.msri.org/seminars/25657
Updated on Jan 13, 2021 05:08 PM PST -
Water waves and other interface problems (Part 1)
Location: MSRI: Online/VirtualTo participate in this seminar, please register here: https://www.msri.org/seminars/25657
Updated on Jan 13, 2021 05:22 PM PST -
Water waves and other interface problems (Part 2)
Location: MSRI: Online/VirtualTo participate in this seminar, please register here: https://www.msri.org/seminars/25657
Updated on Jan 13, 2021 05:27 PM PST -
Graduate Student Working Group
Location: MSRI: Online/VirtualTo participate in this seminar, please register here: https://www.msri.org/seminars/25657
Updated on Jan 22, 2021 09:27 AM PST -
Euler/Navier Stokes (Part 1)
Location: MSRI: Online/VirtualTo participate in this seminar, please register here: https://www.msri.org/seminars/25657
Updated on Jan 14, 2021 06:28 AM PST -
Euler/Navier Stokes (Part 2)
Location: MSRI: Online/VirtualUpdated on Jan 14, 2021 06:27 AM PST -
Fellowship of the Ring, National Seminar:
Location: MSRI: Online/VirtualTo attend this seminar, you must register in advance, by clicking HERE.
Updated on Jan 11, 2021 04:37 PM PST -
Applied fluids
Location: MSRI: Online/VirtualUpdated on Jan 14, 2021 06:38 AM PST -
Career Development Seminar
Location: MSRI: Online/VirtualTo participate in this seminar, please register here: https://www.msri.org/seminars/25657
Updated on Jan 26, 2021 03:00 PM PST
Past Seminars
-
Seminar Free surface flows in fluid dynamics (UCB Chancellor Professor Course)
Updated on Jan 08, 2021 05:04 PM PST -
Seminar Free surface flows in fluid dynamics (UCB Chancellor Professor Course)
Updated on Jan 08, 2021 05:04 PM PST -
Seminar Fellowship of the Ring, National Seminar: Arithmetic deformations of F-singularities
Updated on Jan 15, 2021 09:49 AM PST -
Seminar DDC - Reading Group: Valuations on dp-finite fields
Updated on Jan 22, 2021 10:36 AM PST -
Seminar Free surface flows in fluid dynamics (UCB Chancellor Professor Course)
Updated on Jan 08, 2021 05:04 PM PST -
Seminar Fluid Dynamics Welcome Event
Updated on Jan 06, 2021 05:35 PM PST -
Seminar Mathematical problems in fluid dynamics -- Seminar Series
This is the general registration form for all seminars associated with the Mathematical Problems in Fluid Dynamics program. After registering, you will receive the zoom link information and will be added to the mailing list to receive weekly emails about all upcoming events.
Updated on Jan 07, 2021 03:37 PM PST -
Seminar Fellowship of the Ring, National Seminar: Sums of Squares: From Real to Commutative Algebra
Updated on Jan 11, 2021 04:30 PM PST -
Seminar DDC - Reading Group: Valuations on dp-finite fields
Updated on Jan 22, 2021 10:36 AM PST -
Seminar Tea for RAS Members and Participants
Updated on Dec 09, 2020 04:34 PM PST -
Seminar RAS/DDC - Career Development Panel: How to teach better
Updated on Dec 10, 2020 01:34 PM PST -
Seminar Tea for DDC Members and Participants
Updated on Dec 09, 2020 04:39 PM PST -
Seminar DDC - Online Seminar: 60 years of DPR-theorem and 50 years of DPRM-theorem
Updated on Dec 08, 2020 11:48 AM PST -
Seminar RAS - Virtual Brunch
Updated on Dec 08, 2020 02:54 PM PST -
Seminar RAS - This week I am thinking about...
Updated on Dec 14, 2020 08:47 AM PST -
Seminar Tea for RAS Members and Participants
Updated on Dec 09, 2020 04:35 PM PST -
Seminar DDC - Virtual Brunch
Updated on Dec 08, 2020 02:56 PM PST -
Seminar DDC - Online Seminar: Heuristics for the arithmetic of elliptic curves
Updated on Dec 08, 2020 11:48 AM PST -
Seminar RAS - Postdoc Seminar: Folding-like Techniques for CAT(0) Cube Complexes
Updated on Dec 14, 2020 02:41 PM PST -
Seminar DDC - Reading Group: Valuations on dp-finite fields
Updated on Dec 10, 2020 11:09 AM PST -
Seminar DDC - Social Event
Updated on Nov 13, 2020 05:12 PM PST -
Seminar Tea for RAS Members and Participants
Updated on Dec 09, 2020 04:34 PM PST -
Seminar DDC - Definability Seminar: Beyond Quadratic Chabauty
Updated on Dec 10, 2020 08:09 AM PST -
Seminar Tea for DDC Members and Participants
Updated on Dec 09, 2020 04:39 PM PST -
Seminar DDC - Valuation Theory: Dp-Minimal Rings
Updated on Dec 10, 2020 01:00 PM PST -
Seminar Postdoc Lunch
Updated on Nov 25, 2020 11:30 AM PST -
Seminar Tea for RAS Members and Participants
Updated on Dec 09, 2020 04:34 PM PST -
Seminar RAS - Postdoc Seminar: Norms on cohomology of hyperbolic 3-manifolds and harmonic forms
Updated on Dec 03, 2020 02:24 PM PST -
Seminar Tea for DDC Members and Participants
Updated on Dec 09, 2020 04:39 PM PST -
Seminar RAS - Social Event
Updated on Nov 13, 2020 05:12 PM PST