SIAM Conference on Imaging Science (IS22)

Slides from Mini-symposium on Mathematical Methods for Computational Sensing and Imaging

Overview of the Session

Traditional sensing or imaging methods are pivoted on a “capture first, process later” philosophy. Here, the recovery/restoration is typically decoupled from the acquisition. This fundamentally limits the applicability of mathematical algorithms because if the sensors result in information loss of any form, the algorithms may no longer be able to achieve their guaranteed performance.

In contrast, the emerging field of Computational Sensing and Imaging (COSI) is based on a joint design of hardware and algorithms; one relies on a carefully optimized capture process yielding encoded measurements from which the information is decoded using mathematically guaranteed recovery algorithms. In recent years, the COSI approach has enabled a number of breakthroughs and continues to inspire new research.

The goal of this session is to bring together interdisciplinary efforts that push frontiers by exploiting a co-design of novel acquisition and mathematical methods. Thus inspiring further investigation into mathematical algorithms. The session is composed of 12 speakers focusing on 3 different aspects of COSI. The talks focus on thematic subtopics that (a) inspire new acquisition, (b) showcase unconventional imaging frontiers and (c) demonstrate new algorithmic capabilities.

By bringing interdisciplinary efforts together, we hope to inspire an end-to-end thinking where mathematical ideas (a) facilitate new algorithms and (b) help conceptualize novel hardware/acquisition.



S1 Unlimited Sensing: Computational Sensing and Imaging via Modulo Non-Linearities
Ayush Bhandari
Imperial College London, United Kingdom
Link
S1 FRI Imaging of Laminar Images from Its Samples Along an Unknown Trajectory
Thierry Blu and updated Ruiming Guo
Chinese University of Hong Kong, Hong Kong
Link
S1 Lippmann Photography
Gilles Baechler*, Arnaud Latty, Michalina Pacholska, Martin Vetterli, and Adam Scholefield
*Google Research and EPFL, Switzerland
Link
S1 Overcoming Dead Time Limitations for Imaging with Single-Photon Detectors
Joshua Rapp* and Vivek Goyal
*Mitsubishi Electric Research Laboratories and Boston University
Link



S2 A Conditional Normalizing Flow Model for the Posterior Distribution Overcomes Inherent
Instabilities in Learning-Based Ill-Posed Inverse Problem Solvers

Yuqi Li and Yoram Bresler
University of Illinois at Urbana-Champaign, USA
Link
S2 Block-Gaussian-Mixture Priors for Hyperspectral Images
Mario T. Figueiredo
Instituto Superior Tecnico, Portugal
Link
S2 Jointly Optimising Acquisition and Image Reconstruction of Tomographic Measurements
Carola-Bibiane Schönlieb Ferida Sherry
University of Cambridge, United Kingdom
Link
S2 Deepfake Data for Physics-Based Imaging
Laurent Demanet
Massachusetts Institute of Technology
Link



S3 Diffraction-Unlimited Imaging through Computational Sensing
Aurélien Bourquard* and Nicolas Ducros
*Massachusetts Institute of Technology, USA and Université de Lyon, France
Link
S3 Image Deblurring at the Photon Limit: Poisson Likelihood Meets Algorithm Unrolling
Yash Sanghvi, Abhiram Gnanasambandam, and Stanley H. Chan
Purdue University, USA
Link
S3 Multiband Image Fusion under Spectrally Varying Spatial Blurs - Application to Astronomical Imaging
Claire Guilloteau*, Thomas Oberlin**, Olivier Berné*** and Nicolas Dobigeon***
*INSA de Rouen, France, **ISAE-SUPAERO, France, *** Universite de Toulouse, France
Link
S3 Ultrasound Full-Waveform Inversion for Neuroimaging
Oscar Calderon Agudo, Javier Cudeiro, Carlos Cueto, George Strong, Oscar Bates, Mike Warner,
Mengxing Tang, Parashkev Nachev* and Lluis Guasch
Imperial College London, UK and *University College London, UK
Link