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On the Robustness of Normalizing Flows for Inverse Problems in Imaging

On the Robustness of Normalizing Flows for Inverse Problems in Imaging

8 December 2022
Seongmin Hong
I. Park
S. Chun
ArXivPDFHTML

Papers citing "On the Robustness of Normalizing Flows for Inverse Problems in Imaging"

6 / 6 papers shown
Title
Constructing Fair Latent Space for Intersection of Fairness and Explainability
Constructing Fair Latent Space for Intersection of Fairness and Explainability
Hyungjun Joo
Hyeonggeun Han
Sehwan Kim
Sangwoo Hong
Jungwoo Lee
40
0
0
23 Dec 2024
Boosting Flow-based Generative Super-Resolution Models via Learned Prior
Boosting Flow-based Generative Super-Resolution Models via Learned Prior
Li-Yuan Tsao
Yi-Chen Lo
Chia-Che Chang
Hao-Wei Chen
Roy Tseng
Chien Feng
Chun-Yi Lee
SupR
19
4
0
16 Mar 2024
Conditional Generative Models are Provably Robust: Pointwise Guarantees
  for Bayesian Inverse Problems
Conditional Generative Models are Provably Robust: Pointwise Guarantees for Bayesian Inverse Problems
Fabian Altekrüger
Paul Hagemann
Gabriele Steidl
TPM
26
9
0
28 Mar 2023
Optimization for Amortized Inverse Problems
Optimization for Amortized Inverse Problems
Tianci Liu
Tong Yang
Quan Zhang
Qi Lei
31
5
0
25 Oct 2022
Low-Light Image Enhancement with Normalizing Flow
Low-Light Image Enhancement with Normalizing Flow
Yufei Wang
Renjie Wan
Wenhan Yang
Haoliang Li
Lap-Pui Chau
Alex C. Kot
97
354
0
13 Sep 2021
Cubic-Spline Flows
Cubic-Spline Flows
Conor Durkan
Artur Bekasov
Iain Murray
George Papamakarios
TPM
45
57
0
05 Jun 2019
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