Date

2027-Jan-24

Time

5:30 pm - 8:30 pm

Algorithms for Imaging Inverse Problems: From Splitting to Learning

Abstract:

This session is devoted to algorithms for imaging inverse problems built on learned components. The basic observation is that the classical structure, an analytical prior handed to an optimizer, has dissolved: the prior is now implicit in a learned denoiser, score, or operator. From this point the field followed essentially two roads. One keeps the operator-theoretic view of classical splitting to retain convergence to a well-defined solution. The other road builds on denoising diffusion and related score-matching and flow-matching tools, accessing the prior only through sampling, shifting from a point solution to posterior samples and trading formal guarantees for distributional expressiveness. The presentations in the session will travel both roads, spanning method design and the connection back to optimization-based approaches.

Organiser & chair: Mario Figueiredo

Session Schedule

17:30 - 17:50
Session organiser talk: From Variable Splitting to Learned Operators: Two Roads for Imaging Inverse Problems
Mario Figueiredo
17:50 - 18:10
Invited talk: Diffusion Models for Adaptive Compressed Sensing and Data Compression
Michael Elad
18:10 - 18:30
Invited talk: Diffusion Posterior Sampling for Imaging Inverse Problems
Jong Chul Ye
18:30 - 18:50
Invited talk: TBC
TBC
18:50 - 19:10
Invited talk: TBC
Charles Bouman
19:10 - 20:30
Invited poster: Multi-frequency Progressive Refinement for Learned Inverse Scattering
Vasilis Charisopoulos
19:10 - 20:30
Invited poster: Stochastic Generative Plug-and-Play Priors
Chicago Park
19:10 - 20:30
Contributed poster: TBC
TBC
19:10 - 20:30
Contributed poster: TBC
TBC
19:10 - 20:30
Contributed poster: TBC
TBC