activity
20152019
most citedSolitons of general topological charge over noncommutative tori

5 citations · 5 across the 2 of their papers we have counts for

collaborators

7 papers

math.OA2019

Gabor Duality Theory for Morita Equivalent -algebras

Are Austad, Mads S. Jakobsen, Franz Luef

The duality principle for Gabor frames is one of the pillars of Gabor analysis. We establish a far-reaching generalization to Morita equivalent -algebras where the equivalence…

math.OA2018

Sampling and periodization of generators of Heisenberg modules

Mads Sielemann Jakobsen, Franz Luef

This paper considers generators of Heisenberg modules in the case of twisted group -algebras of closed subgroups of locally compact abelian groups and how the restrction and/o…

math.FA2018

Distribution Theory by Riemann Integrals

Hans G. Feichtinger, Mads S. Jakobsen

It is the purpose of this article to outline a course that can be given to engineers looking for an understandable mathematical description of the foundations of distribution theor…

math.FA2018

Duality of Gabor frames and Heisenberg modules

Mads S. Jakobsen, Franz Luef

Given a locally compact abelian group and a closed subgroup in , Rieffel associated to a Hilbert -module , known as a Heisenberg m…

math-ph20185 cited

Solitons of general topological charge over noncommutative tori

Ludwik Dabrowski, Mads S. Jakobsen, Giovanni Landi +1

We continue the study of solitons over noncommutative tori from the perspective of time-frequency analysis and treat the case of a general topological charge. Solutions are associa…

math.FA2017

On Wilson bases in L2(R^d)

Marcin Bownik, Mads Sielemann Jakobsen, Jakob Lemvig +1

A Wilson system is a collection of finite linear combinations of time frequency shifts of a square integrable function. In this paper we use the fact that a Wilson system is a shif…