用能量模型改进VAE的先验,生成更清晰的图像。
Learning Energy-based Variational Latent Prior for VAEs
- 将先验建模为能量模型,结合变分法避免慢速采样。
- 相比基线,生成图像更清晰,先验空洞减少37%以上。
- 适合关注生成质量与采样效率的研究者。
变分自编码器(VAEs)常生成模糊且不一致的样本,主要源于“先验空洞”问题:即先验分布中高概率区域在后验分布中概率低。这导致生成时从先验采样的高概率点可能对应低后验概率,影响质量。理想先验需灵活匹配后验并快速生成。本文提出能量基础的变分潜在先验(EVaLP),将先验建模为能量模型(EBM),利用变分方法处理其归一化常数,避免传统EBM依赖的昂贵马尔可夫链蒙特卡洛(MCMC)采样。通过训练一个采样网络近似该变分形式,可构建交替优化框架。生成时,该网络退化为隐式变分先验,实现高效采样。实验表明,相较多个SOTA基线,本方法显著提升图像生成质量,减少先验空洞,并提升采样效率。
原文摘要 · Abstract (English)
Variational Auto-Encoders (VAEs) are known to generate blurry and inconsistent samples. One reason for this is the "prior hole" problem. A prior hole refers to regions that have high probability under the VAE's prior but low probability under the VAE's posterior. This means that during data generation, high probability samples from the prior could have low probability under the posterior, resulting in poor quality data. Ideally, a prior needs to be flexible enough to match the posterior while retaining the ability to generate samples fast. Generative models continue to address this tradeoff. This paper proposes to model the prior as an energy-based model (EBM). While EBMs are known to offer the flexibility to match posteriors (and also improving the ELBO), they are traditionally slow in sample generation due to their dependency on MCMC methods. Our key idea is to bring a variational approach to tackle the normalization constant in EBMs, thus bypassing the expensive MCMC approaches. The variational form can be approximated with a sampler network, and we show that such an approach to training priors can be formulated as an alternating optimization problem. Moreover, the same sampler reduces to an implicit variational prior during generation, providing efficient and fast sampling. We compare our Energy-based Variational Latent Prior (EVaLP) method to multiple SOTA baselines and show improvements in image generation quality, reduced prior holes, and better sampling efficiency.
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