activity
20082018
most citedRegular polynomial interpolation and approximation of global solutions of linear partial differential equations

6 citations · 38 across the 31 of their papers we have counts for

collaborators

31 papers

math.PR2018

On partial convolution and mean comparison

Joerg Kampen

We prove mean comparison from a different perspective, where we introduce the concept of partial convolution.

math.AP2016

The dilemma of turbulence modelling

Joerg Kampen

A new construction technique of multiple solutions of the Euler equa- tion in strong spaces is introduced which reveals the relationship to multi- ple Navier Stokes equation soluti…

math.AP2015

A 3D Euler equation solution with 2D sets of singularities and data with Hoelder continuous first order derivatives

Joerg Kampen

An example of a solution branch of the three dimensional Euler equation Cauchy problem is constructed which develops a singular velocity component and a singular vorticity componen…

math.AP2015

Some new consequences of the CKN-theory

Joerg Kampen

It is a simple consequence of the Cafarelli-Kohn-Nirenberg theory that every possible singularity in a thin Haussdorff-measurable set of a Leray- Hopf solution of the incompressibl…

math.AP2015

Some interesting class of integrable partial differential equation systems

Joerg Kampen

We determine a considerable class of nonlinear partial differential equation systems which have global regular solutions. Uniqueness is not a direct general consequence of this met…

math.AP2014

On global regularity and singularities of Navier-Stokes- and Euler equation solutions

Joerg Kampen

Euler-Leray data functions of first and second order are defined by first and second order derivatives of the nonlinear spatial part of the incompressible Euler equation operator i…