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40+ "Herbert Koch" profiles | LinkedIn
40+ "Herbert Koch" profiles | LinkedIn

40+ "Herbert Koch" profiles | LinkedIn
40+ "Herbert Koch" profiles | LinkedIn

NOTES ON THE INTERACTION OF SOLITARY WAVES FOR NLS 1. Introduction We  consider the nonlinear Schrödinger equation i∂tu + ∆u
NOTES ON THE INTERACTION OF SOLITARY WAVES FOR NLS 1. Introduction We consider the nonlinear Schrödinger equation i∂tu + ∆u

HCM: Prof. Dr. Herbert Koch
HCM: Prof. Dr. Herbert Koch

Mathematisches Forschungsinstitut Oberwolfach Nonlinear Waves and  Dispersive Equations
Mathematisches Forschungsinstitut Oberwolfach Nonlinear Waves and Dispersive Equations

M2A2 Symposium
M2A2 Symposium

The variable coefficient thin obstacle problem: Optimal regularity and  regularity of the regular free boundary | EMS Press
The variable coefficient thin obstacle problem: Optimal regularity and regularity of the regular free boundary | EMS Press

MATH E MATI SCH E N AC H RI C HTE N ;&.
MATH E MATI SCH E N AC H RI C HTE N ;&.

JR and PT Poster
JR and PT Poster

Mathematisches Forschungsinstitut Oberwolfach Nonlinear Waves and  Dispersive Equations
Mathematisches Forschungsinstitut Oberwolfach Nonlinear Waves and Dispersive Equations

Mathematisches Forschungsinstitut Oberwolfach Nonlinear Waves and  Dispersive Equations
Mathematisches Forschungsinstitut Oberwolfach Nonlinear Waves and Dispersive Equations

Kolloquium Wilhelm Killing: Prof. Dr. Herbert Koch (Universität Bonn): The  porous medium equation: properties and regularity of solutions
Kolloquium Wilhelm Killing: Prof. Dr. Herbert Koch (Universität Bonn): The porous medium equation: properties and regularity of solutions

Daniel Tataru kommt mit dem Humboldt- forschungspreis nach Bonn
Daniel Tataru kommt mit dem Humboldt- forschungspreis nach Bonn

Herbert KOCH | University of Bonn, Bonn | Uni Bonn | Mathematical Institute
Herbert KOCH | University of Bonn, Bonn | Uni Bonn | Mathematical Institute

THE VARIABLE COEFFICIENT THIN OBSTACLE PROBLEM: HIGHER REGULARITY 1.  Introduction This article is devoted the study of the highe
THE VARIABLE COEFFICIENT THIN OBSTACLE PROBLEM: HIGHER REGULARITY 1. Introduction This article is devoted the study of the highe

Asymptotic Behaviour of Nonlinear Wave Equations
Asymptotic Behaviour of Nonlinear Wave Equations

Oberwolfach Seminars 2012
Oberwolfach Seminars 2012

In-)Stability in Inverse Problems
In-)Stability in Inverse Problems

Renormalized nonlinear wave equations with additive white noise
Renormalized nonlinear wave equations with additive white noise

Herbert KOCH | University of Bonn, Bonn | Uni Bonn | Mathematical Institute
Herbert KOCH | University of Bonn, Bonn | Uni Bonn | Mathematical Institute

Traueranzeigen von Herbert Koch | GA-Trauer.de
Traueranzeigen von Herbert Koch | GA-Trauer.de

Herbert KOCH | University of Bonn, Bonn | Uni Bonn | Mathematical Institute
Herbert KOCH | University of Bonn, Bonn | Uni Bonn | Mathematical Institute

40+ "Herbert Koch" profiles | LinkedIn
40+ "Herbert Koch" profiles | LinkedIn

PDF) Local Smoothing and Local Solvability for Third Order Dispersive  Equations
PDF) Local Smoothing and Local Solvability for Third Order Dispersive Equations

Analysis Sems T2
Analysis Sems T2

New York Journal of Mathematics Higher regularity for the fractional thin  obstacle problem
New York Journal of Mathematics Higher regularity for the fractional thin obstacle problem

Functional Analysis and Partial Differential Equations
Functional Analysis and Partial Differential Equations

Herbert KOCH | University of Bonn, Bonn | Uni Bonn | Mathematical Institute
Herbert KOCH | University of Bonn, Bonn | Uni Bonn | Mathematical Institute