activity
20052026
most citedWiener Amalgam Spaces for the Fundmental Identity of Gabor Analysis

6 citations · 6 across the 9 of their papers we have counts for

collaborators

9 papers

math.FA2026

The Concept of Wiener Amalgam Spaces

Hans G. Feichtinger

This article concerns Wiener amalgam spaces % , recalls their basic properties and provides some hints about their usefulness in various branches of Harmonic Analysis. Despite the…

math-ph2024

Twice Fourier transformable measures and diffraction theory

Hans G. Feichtinger, Christoph Richard, Christoph Schumacher +1

Mathematical diffraction theory has been developed since about 1995. Hof's initial approach relied on tempered distributions in euclidean space. Nowadays often the Fourier theory b…

math.FA2024

Modelling Signals as Mild Distributions

Hans G. Feichtinger

This note gives a summary of ideas concerning Applied Fourier Analysis, mostly formulated for those who have to give such courses to engineers or mathematicians interested in real…

math.FA2024

Upcoming Terminology in the World of Function Spaces

Hans G Feichtinger

It is the purpose of this article to compare various concepts of ``function spaces''. In particular we compare notions of the concept of Banach Function Spaces (in the spirit of Lu…

math.FA2024

Fourier Analysis via Mild Distributions: Group Theoretical Aspects

Hans G Feichtinger

This note aims at providing a guide towards the use of mild distributions, or more generally the concept of Banach Gelfand Triples in the context of Fourier Analysis, both in the c…

math.FA2024

Further study of modulation spaces as Banach algebras

Hans G. Feichtinger, Masaharu Kobayashi, Enji Sato

This paper discusses spectral synthesis for those modulation spaces which form Banach algebras under pointwise multiplication. An important argument will…