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1
Introduction
2
Early career
3
Awards
4
PhD
5
Exceptional Solutions
6
Minimal Bubble
7
Celebrity Theorem
8
Proof ofCelebrity Theorem
9
Minimal Mass Theorem
10
Resolution Program
11
Dynamic Classification
12
Constant profile
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Wave equation
14
Singularity information
15
This is a program
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L2critical problem
17
KDV analysis
18
Collision of Solitons
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Energy Supercritical Models
20
Energy Supercritical Bubble
21
Defocusing
Description:
Delve into a comprehensive lecture by Pierre Raphaël from the University of Cambridge, delivered at the Institut des Hautes Etudes Scientifiques (IHES). Explore 35 years of critical nonlinear analysis, covering topics from Raphaël's early career and awards to his groundbreaking work on exceptional solutions, minimal bubbles, and the Celebrity Theorem. Gain insights into the Resolution Program, dynamic classification, and constant profile wave equations. Examine singularity information, L2 critical problems, KDV analysis, and the collision of solitons. Investigate energy supercritical models, bubbles, and defocusing phenomena in this in-depth, 69-minute presentation that showcases Raphaël's significant contributions to the field of nonlinear analysis.

35 Years of Critical Nonlinear Analysis

Institut des Hautes Etudes Scientifiques (IHES)
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