The Camassa-Holm Equation: Analysis Numerics Generalizations, and Applications - Pendleton

preview_player
Показать описание
Name: Terrance Pendleton
Affiliation: Iowa State University/Drake University
Title: The Camassa-Holm Equation: Analysis, Numerics, Generalizations, and Applications.
Date: Friday, June 17th 2016

  1. Institute for Advanced Study
Рекомендации по теме
The Camassa-Holm Equation: 0:48:47

The Camassa-Holm Equation: Analysis Numerics Generalizations, and Applications - Pendleton

RUSA 2.0 Sponsored 1:33:42

RUSA 2.0 Sponsored Lecture XI - The Camassa Holm equation and some of its relatives

Performing Time Evolution 0:15:00

Performing Time Evolution in Quantum Computing for the Camassa-Holm PDE: measurement extraction

2021 06 11 1:06:48

2021 06 11 RTS Daletskii Stochastic Camassa Holm

Aleksey Kostenko - 0:36:11

Aleksey Kostenko - Inverse spectral theory for strings and the conservative Camassa-Holm flow

Stochastic peakon-antipeakon collision 0:02:14

Stochastic peakon-antipeakon collision

Excitation of peakons 0:01:07

Excitation of peakons

Dr Igor Leite 0:43:20

Dr Igor Leite Freire - Unique continuation of solutions for certain evolution equations

Seminar, 2020/10/02. Aleksey 1:24:37

Seminar, 2020/10/02. Aleksey Kostenko. Generalized Indefinite Strings

Joachim Krieger: On 0:49:32

Joachim Krieger: On stability of type II blow up solutions for the critical nonlinear wave equation

Anna Geyer: Stability 0:43:01

Anna Geyer: Stability and persistence of periodic traveling waves

Gustavo PONCE - 0:46:25

Gustavo PONCE - On special regularity properties of a class of dispersive equations

APIOS Session 08: 1:03:55

APIOS Session 08: Prof. Xiangke Chang

Zhijun Qiao - 0:55:50

Zhijun Qiao - Integrable systems with peakon and cuspon solutions

DOE CSGF 2014: 0:15:40

DOE CSGF 2014: Structure Preserving Discretization of the Rotating Shallow Water Equations

Webinar on PDE 0:53:01

Webinar on PDE and related areas.

Shallow Water Equations 0:00:03

Shallow Water Equations solved with Finite Volume Particle Method (Tsunami)

Some Mathematical Insights 0:32:03

Some Mathematical Insights about Traveling Waves

Prof. Roberto Camassa 0:58:51

Prof. Roberto Camassa | Overall motivation: practical (quantitative) vs. 'paradigm' (quali...

topographic wave experiment 0:01:21

topographic wave experiment

Brenier-Schrödinger problem: a 0:50:17

Brenier-Schrödinger problem: a probabilistic approach to Navier-Stokes equations

Variational Structures in 0:36:55

Variational Structures in Cochain Projection Based Variational Discretizations of Lagrangian PDEs

Reduction of multisymplectic 0:31:23

Reduction of multisymplectic manifolds

Functional Analysis 34 0:09:21

Functional Analysis 34 | Spectral Theorem for Compact Operators [dark version]