activity
20092021
most citedFirst Class Constrained Systems and Twisting of Courant Algebroids by a Closed 4-form

13 citations · 22 across the 5 of their papers we have counts for

collaborators

6 papers

math.AP2021

Besov regularity of non-linear parabolic PDEs on non-convex polyhedral domains

Stephan Dahlke, Markus Hansen, Cornelia Schneider

This paper is concerned with the regularity of solutions to parabolic evolution equations. We consider semilinear problems on non-convex domains. Special attention is paid to the s…

math.FA2021

An extension operator for Sobolev spaces with mixed weights

Markus Hansen, Cornelia Schneider, Flóra Orsolya Szemenyei

We provide an extension operator for weighted Sobolev spaces on bounded polyhedral cones involving a mixture of weights, which measure the distance to the vertex and the edges…

math.FA2020★ 2 cited

Continuous Wavelet Frames on the Sphere: The Group-Theoretic Approach Revisited

S. Dahlke, F. De Mari, E. De Vito +5

In \cite{AV99}, Antoine and Vandergheynst propose a group-theoretic approach to continuous wavelet frames on the sphere. The frame is constructed from a single so-called admissible…

math.FA2019★ 7 cited

Properties of Kondratiev spaces

Stephan Dahlke, Markus Hansen, Cornelia Schneider +1

In this paper, we investigate Kondratiev spaces on domains of polyhedral type. In particular, we will be concerned with necessary and sufficient conditions for continuous and compa…

math.DS2016

Inferring Interaction Rules From Observations of Evolutive Systems I: The Variational Approach

Mattia Bongini, Massimo Fornasier, Markus Hansen +1

In this paper we are concerned with the learnability of nonlocal interaction kernels for first order systems modeling certain social interactions, from observations of realizations…

hep-th2009★ 13 cited

First Class Constrained Systems and Twisting of Courant Algebroids by a Closed 4-form

Markus Hansen, Thomas Strobl

We show that in analogy to the introduction of Poisson structures twisted by a closed 3-form by Park and Klimcik-Strobl, the study of three dimensional sigma models with Wess-Zumin…