MetaDIP: Accelerating Deep Image Prior with Meta Learning

09/18/2022
by   Kevin Zhang, et al.
18

Deep image prior (DIP) is a recently proposed technique for solving imaging inverse problems by fitting the reconstructed images to the output of an untrained convolutional neural network. Unlike pretrained feedforward neural networks, the same DIP can generalize to arbitrary inverse problems, from denoising to phase retrieval, while offering competitive performance at each task. The central disadvantage of DIP is that, while feedforward neural networks can reconstruct an image in a single pass, DIP must gradually update its weights over hundreds to thousands of iterations, at a significant computational cost. In this work we use meta-learning to massively accelerate DIP-based reconstructions. By learning a proper initialization for the DIP weights, we demonstrate a 10x improvement in runtimes across a range of inverse imaging tasks. Moreover, we demonstrate that a network trained to quickly reconstruct faces also generalizes to reconstructing natural image patches.

READ FULL TEXT

page 3

page 4

research
11/16/2020

Denoising Score-Matching for Uncertainty Quantification in Inverse Problems

Deep neural networks have proven extremely efficient at solving a wide r...
research
02/22/2017

Lensless computational imaging through deep learning

Deep learning has been proven to yield reliably generalizable answers to...
research
02/27/2018

Solving Inverse Computational Imaging Problems using Deep Pixel-level Prior

Generative models based on deep neural networks are quite powerful in mo...
research
05/15/2020

Small-brain neural networks rapidly solve inverse problems with vortex Fourier encoders

We introduce a vortex phase transform with a lenslet-array to accompany ...
research
12/10/2018

Regularization by architecture: A deep prior approach for inverse problems

The present paper studies the so called deep image prior (DIP) technique...
research
07/24/2023

Learning Provably Robust Estimators for Inverse Problems via Jittering

Deep neural networks provide excellent performance for inverse problems ...

Please sign up or login with your details

Forgot password? Click here to reset