1 citations · 2 across the 12 of their papers we have counts for
16 papers
Stochastic homogenisation of nonlinear minimum-cost flow problems
Peter Gladbach, Jan Maas, Lorenzo Portinale
This paper deals with the large-scale behaviour of nonlinear minimum-cost flow problems on random graphs. In such problems, a random nonlinear cost functional is minimised among al…
Stochastic homogenization of dynamical discrete optimal transport
Peter Gladbach, Eva Kopfer
The aim of this paper is to examine the large-scale behavior of dynamical optimal transport on stationary random graphs embedded in . Our primary contribution is a stochastic…
Connecting disclinations by ridges
Peter Gladbach, Heiner Olbermann
We consider a thin elastic sheet with a finite number of disclinations in a variational framework in the Föppl-von Kármán approximation. Under the non-physical assumption that the…
Variational interacting particle systems and Vlasov equations
Peter Gladbach, Bernhard Kepka
We consider optimization problems for interacting particle systems. We show that critical points solve a Vlasov equation, and that in general no minimizers exist despite continuity…
Consistent and convergent discretizations of Helfrich-type energies on general meshes
Vincent Degrooff, Peter Gladbach, Heiner Olbermann
We show that integral curvature energies on surfaces of the type have discrete versions for triangular complexes, where t…
Non-Newtonian thin-film equations: global existence of solutions, gradient-flow structure and guaranteed lift-off
Peter Gladbach, Jonas Jansen, Christina Lienstromberg
We study the gradient-flow structure of a non-Newtonian thin film equation with power-law rheology. The equation is quasilinear, of fourth order and doubly-degenerate parabolic. By…