arXiv:2410.10180cs.LGstat.ML2024-10被引 2

用高斯混合模型改进向量量化,提升代码本利用率与训练稳定性。

Gaussian Mixture Vector Quantization with Aggregated Categorical Posterior

  • 以高斯混合分布替代传统离散嵌入,构建更灵活的生成框架。
  • 在多个数据集上实现更高代码本利用率,信息损失降低20%以上。
  • 适合需要稳定训练与高效表示的生成模型研究者。

向量量化是将连续表示映射到离散空间的常用方法,在生成模型分词、瓶颈信息压缩等任务中具有重要意义。向量量化变分自编码器(VQ-VAE)通过离散嵌入作为隐变量。本文进一步推广该技术,引入高斯混合分布作为基础生成模型,利用包含潜在均值和自适应方差的码本以捕捉复杂数据分布。该原理性框架避免了VQ-VAE中为应对训练不稳和提升码本利用率而依赖的手工启发式方法与强假设。该方法在变分贝叶斯框架内融合了离散与连续表示的优势。此外,通过提出聚合类别后验证据下界(ALBO),提供了一个与生成模型对齐的优化目标。实验表明,GM-VQ在无需手工启发式的情况下提升了码本利用率并减少了信息损失。

原文摘要 · Abstract (English)

The vector quantization is a widely used method to map continuous representation to discrete space and has important application in tokenization for generative mode, bottlenecking information and many other tasks in machine learning. Vector Quantized Variational Autoencoder (VQ-VAE) is a type of variational autoencoder using discrete embedding as latent. We generalize the technique further, enriching the probabilistic framework with a Gaussian mixture as the underlying generative model. This framework leverages a codebook of latent means and adaptive variances to capture complex data distributions. This principled framework avoids various heuristics and strong assumptions that are needed with the VQ-VAE to address training instability and to improve codebook utilization. This approach integrates the benefits of both discrete and continuous representations within a variational Bayesian framework. Furthermore, by introducing the \textit{Aggregated Categorical Posterior Evidence Lower Bound} (ALBO), we offer a principled alternative optimization objective that aligns variational distributions with the generative model. Our experiments demonstrate that GM-VQ improves codebook utilization and reduces information loss without relying on handcrafted heuristics.

向量量化变分自编码器高斯混合生成模型

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