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arxiv: 2112.06074 · v4 · pith:QSIV55LN · submitted 2021-12-11 · cs.CV · cs.LG· eess.IV· eess.SP

Early Stopping for Deep Image Prior

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classification cs.CV cs.LGeess.IVeess.SP
keywords earlymodelsonlyperformancepotentialstoppingvisiondeep
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Deep image prior (DIP) and its variants have showed remarkable potential for solving inverse problems in computer vision, without any extra training data. Practical DIP models are often substantially overparameterized. During the fitting process, these models learn mostly the desired visual content first, and then pick up the potential modeling and observational noise, i.e., overfitting. Thus, the practicality of DIP often depends critically on good early stopping (ES) that captures the transition period. In this regard, the majority of DIP works for vision tasks only demonstrates the potential of the models -- reporting the peak performance against the ground truth, but provides no clue about how to operationally obtain near-peak performance without access to the groundtruth. In this paper, we set to break this practicality barrier of DIP, and propose an efficient ES strategy, which consistently detects near-peak performance across several vision tasks and DIP variants. Based on a simple measure of dispersion of consecutive DIP reconstructions, our ES method not only outpaces the existing ones -- which only work in very narrow domains, but also remains effective when combined with a number of methods that try to mitigate the overfitting. The code is available at https://github.com/sun-umn/Early_Stopping_for_DIP.

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Cited by 2 Pith papers

Reviewed papers in the Pith corpus that reference this work. Sorted by Pith novelty score.

  1. A Zero-Shot Deep Image Prior Framework for Denoising and Deconvolution in Fluorescence Microscopy

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    SDIP is a zero-shot DIP method using sequential autoencoding regularization for denoising followed by Richardson-Lucy-guided DIP for deconvolution, reporting improved SNR and resolution on BioSR cellular structures.

  2. A Stability Benchmark of Generative Regularizers for Inverse Problems

    eess.IV 2026-05 unverdicted novelty 5.0

    Numerical benchmarks indicate generative regularizers deliver strong reconstructions in some imaging inverse problem settings but can be unstable or problematic under imperfect conditions compared to variational methods.