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arXiv 2606.16396cs.CVeess.IV

SP$^3$:用于即插即用恢复的球面先验

SP$^3$: Spherical Priors for Plug-and-Play Restoration

Technion – Israel Institute of Technology(以色列理工学院);Independent Researcher(独立研究员)

Sean Man, Ron Raphaeli, Matan Kleiner, Or Ronai

AI总结:

提出SP$^3$算法,用球面编码器替代去噪器作为生成先验,通过半二次分裂实现快速图像恢复,速度比零样本扩散方法快3-630倍。

摘要:

在本文中,我们介绍了SP$^3$,一种新颖的即插即用算法,通过用球面编码器(SE)作为生成先验替代去噪器,加速最大后验图像恢复。SP$^3$利用SE紧密结构的潜在空间作为自然图像流形上的鲁棒投影,来近似难处理的近端先验步骤。通过半二次分裂,将该投影与闭式数据一致性步骤交替进行,实现了无需推理期间梯度计算的稳定收敛。这种独特的公式解锁了“任意时刻”恢复能力,从第一次迭代起就能产生清晰、合理的图像。在各种图像恢复任务上的评估表明,SP$^3$实现了与最先进的零样本扩散和流方法相当的感知质量,同时速度提升3-630倍。

英文摘要:

In this paper, we introduce SP$^3$, a novel Plug-and-Play algorithm that accelerates maximum a posteriori image restoration by replacing denoisers with Spherical Encoders (SE) as generative priors. SP$^3$ approximates the intractable proximal prior step by utilizing the SE tightly structured latent space as a robust projection onto the natural image manifold. Alternating this projection with a closed-form data-consistency step, via Half-Quadratic Splitting, achieves stable convergence without requiring gradient computation during inference. This unique formulation unlocks "anytime" restoration capabilities, producing sharp, plausible images from the first iteration. Evaluations across a variety of image restoration tasks demonstrate that SP$^3$ achieves perceptual quality comparable to state-of-the-art zero-shot diffusion and flow methods while being $3$-$630\times$ faster.

机构、总结、中文摘要均由AI分析而来,可能存在错误,请以论文正文为准。

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