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Landscapes of Time-Frequency Analysis, 1st ed. 2019 Applied and Numerical Harmonic Analysis Series

Langue : Anglais

Coordonnateurs : Boggiatto Paolo, Cordero Elena, de Gosson Maurice, Feichtinger Hans G., Nicola Fabio, Oliaro Alessandro, Tabacco Anita

Couverture de l’ouvrage Landscapes of Time-Frequency Analysis
The chapters in this volume are based on talks given at the inaugural Aspects of Time-Frequency Analysis conference held in Turin, Italy from July 5-7, 2017, which brought together experts in harmonic analysis and its applications.  New connections between different but related areas were presented in the context of time-frequency analysis, encouraging future research and collaborations.  Some of the topics covered include:
  • Abstract harmonic analysis,
  • Numerical harmonic analysis,
  • Sampling theory,
  • Compressed sensing,
  • Mathematical signal processing,
  • Pseudodifferential operators, and
  • Applications of harmonic analysis to quantum mechanics.
Landscapes of Time-Frequency Analysis will be of particular interest to researchers and advanced students working in time-frequency analysis and other related areas of harmonic analysis.
On the probabilistic Cauchy theory for nonlinear dispersive PDEs.- Endpoint results for Fourier integral operators on noncompact symmetric spaces.- Weak-type estimates for the metaplectic representation restricted to the shearing and dilation subgroup of SL(2,ℝ).- On the Atomic Decomposition of Coorbit Spaces with Non-Integrable Kernel.- On the Purity and Entropy of Mixed Gaussian States.- On the continuity of τ-Wigner pseudodifferential operators.- Gabor expansions of signals: Computational aspects and open questions.- Lp continuity and microlocal properties for pseudodifferential operators.-Hyperbolic wavelet frames and multiresolution in the weighted Bergman spaces.- Infinite order pseudo-differential operators.- New progress on weighted Trudinger-Moser and Gagliardo-Nirenberg, and critical Hardy inequalities on stratified groups.- Continuity properties of multilinear localization operators on modulation spaces.- Semi-continuous convolution estimates on weakly periodic Lebesgue spaces.- Almost Diagonalization of Pseudodifferential Operators.

Presents select talks from the first-annual Aspects of Time-Frequency Analysis conference

Explores interesting connections among a variety of applications of harmonic analysis and pseudodifferential operators in the context of time-frequency analysis

Chapter authors are leaders in the field of harmonic analysis and its applications