Media Summary: I will explain some interesting connections between a well known conjecture of Lars Onsager in the theory of turbulence and a ... Abstract: Nash Equilibria, Nash functions, Nash manifolds, the Nash-Moser iteration, the Nash embedding theorems, the Abstract: In the fifties John Nash astonished the geometers with his celebrated isometric embedding theorems. A folkloristic ...

Camillo De Lellis The H - Detailed Analysis & Overview

I will explain some interesting connections between a well known conjecture of Lars Onsager in the theory of turbulence and a ... Abstract: Nash Equilibria, Nash functions, Nash manifolds, the Nash-Moser iteration, the Nash embedding theorems, the Abstract: In the fifties John Nash astonished the geometers with his celebrated isometric embedding theorems. A folkloristic ... Area-minimizing integral currents are a natural generalization of area-minimizing oriented surfaces. The concept was pioneered ... Dipping a wire of metal or plastic in soapy water and taking it out is a favorite classroom experiment: typically the soapy water will ... Clay Research Conference Topic: The works of Buckmaster, Isett, and Vicol in incompressible fluid dynamics Speaker:

ICMS Workshop: Convex Integration and Nonlinear Partial Differential Equations. I turn with terror and horror from this lamentable scourge.” Henri Poincare uttered this sentence in response to Karl Weierstrass' ...

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What is the h-principle? - Camillo De Lellis
Camillo DE LELLIS - The h-principle and a conjecture of Onsager in fluid dynamics
Camillo De Lellis: Surely you're joking, Mr. Nash?
Camillo de Lellis: Regularity theory of area-minimizing surfaces in higher codimension
Camillo DeLellis, The works of Buckmaster, Isett and Vicol in incompressible fluid dynamics
Camillo De Lellis: The size of singularities of minimal surfaces I
Camillo De Lellis: The Onsager Theorem
Camillo de Lellis - Area-minimizing Integral Currents: Singularities and Structure
Camillo De Lellis: The Size of singularities of minimal surfaces II
Camillo de Lellis - Boundary Plateau Laws
The works of Buckmaster, Isett, and Vicol in incompressible fluid dynamics- Camillo De Lellis
Camillo De Lellis, Dissipative Euler Flows 1
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What is the h-principle? - Camillo De Lellis

What is the h-principle? - Camillo De Lellis

Members' Colloquium Topic: What is the

Camillo DE LELLIS - The h-principle and a conjecture of Onsager in fluid dynamics

Camillo DE LELLIS - The h-principle and a conjecture of Onsager in fluid dynamics

I will explain some interesting connections between a well known conjecture of Lars Onsager in the theory of turbulence and a ...

Camillo De Lellis: Surely you're joking, Mr. Nash?

Camillo De Lellis: Surely you're joking, Mr. Nash?

Abstract: Nash Equilibria, Nash functions, Nash manifolds, the Nash-Moser iteration, the Nash embedding theorems, the

Camillo de Lellis: Regularity theory of area-minimizing surfaces in higher codimension

Camillo de Lellis: Regularity theory of area-minimizing surfaces in higher codimension

This talk of

Camillo DeLellis, The works of Buckmaster, Isett and Vicol in incompressible fluid dynamics

Camillo DeLellis, The works of Buckmaster, Isett and Vicol in incompressible fluid dynamics

2021 Clay Research Conference.

Camillo De Lellis: The size of singularities of minimal surfaces I

Camillo De Lellis: The size of singularities of minimal surfaces I

The first alk of

Camillo De Lellis: The Onsager Theorem

Camillo De Lellis: The Onsager Theorem

Abstract: In the fifties John Nash astonished the geometers with his celebrated isometric embedding theorems. A folkloristic ...

Camillo de Lellis - Area-minimizing Integral Currents: Singularities and Structure

Camillo de Lellis - Area-minimizing Integral Currents: Singularities and Structure

Area-minimizing integral currents are a natural generalization of area-minimizing oriented surfaces. The concept was pioneered ...

Camillo De Lellis: The Size of singularities of minimal surfaces II

Camillo De Lellis: The Size of singularities of minimal surfaces II

The second talk of

Camillo de Lellis - Boundary Plateau Laws

Camillo de Lellis - Boundary Plateau Laws

Dipping a wire of metal or plastic in soapy water and taking it out is a favorite classroom experiment: typically the soapy water will ...

The works of Buckmaster, Isett, and Vicol in incompressible fluid dynamics- Camillo De Lellis

The works of Buckmaster, Isett, and Vicol in incompressible fluid dynamics- Camillo De Lellis

Clay Research Conference Topic: The works of Buckmaster, Isett, and Vicol in incompressible fluid dynamics Speaker:

Camillo De Lellis, Dissipative Euler Flows 1

Camillo De Lellis, Dissipative Euler Flows 1

ICMS Workshop: Convex Integration and Nonlinear Partial Differential Equations.

Camillo De Lellis - When Reason Produces Monsters While It Is Wide Awake (October 25, 2023)

Camillo De Lellis - When Reason Produces Monsters While It Is Wide Awake (October 25, 2023)

I turn with terror and horror from this lamentable scourge.” Henri Poincare uttered this sentence in response to Karl Weierstrass' ...