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Bayes-Factor-VAE: Hierarchical Bayesian Deep Auto-Encoder Models for Factor Disentanglement

机译:Bayes-Factor-VAE:用于因子分解的多层贝叶斯深度自动编码器模型

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We propose a family of novel hierarchical Bayesian deep auto-encoder models capable of identifying disentangled factors of variability in data. While many recent attempts at factor disentanglement have focused on sophisticated learning objectives within the VAE framework, their choice of a standard normal as the latent factor prior is both suboptimal and detrimental to performance. Our key observation is that the disentangled latent variables responsible for major sources of variability, the relevant factors, can be more appropriately modeled using long-tail distributions. The typical Gaussian priors are, on the other hand, better suited for modeling of nuisance factors. Motivated by this, we extend the VAE to a hierarchical Bayesian model by introducing hyper-priors on the variances of Gaussian latent priors, mimicking an infinite mixture, while maintaining tractable learning and inference of the traditional VAEs. This analysis signifies the importance of partitioning and treating in a different manner the latent dimensions corresponding to relevant factors and nuisances. Our proposed models, dubbed Bayes-Factor-VAEs, are shown to outperform existing methods both quantitatively and qualitatively in terms of latent disentanglement across several challenging benchmark tasks.
机译:我们提出了一系列新颖的分层贝叶斯深度自动编码器模型,它们能够识别数据变异性的纠缠因素。尽管最近许多关于因素分解的尝试都集中在VAE框架内的复杂学习目标上,但他们选择标准正态作为潜在因素先验既次优又不利于性能。我们的主要观察结果是,可以使用长尾分布更适当地建模造成主要可变性来源(即相关因素)的散乱的潜在变量。另一方面,典型的高斯先验更适合于扰动因子的建模。因此,我们通过在高斯潜在先验方差上引入超先验,模仿无限混合,同时保持传统VAE的易学性和推理性,将VAE扩展到分层贝叶斯模型。该分析表明以不同方式划分和处理与相关因素和烦扰相对应的潜在维度的重要性。我们提出的被称为贝叶斯-因子-VAE的模型在几个有挑战性的基准任务上潜在的纠缠方面,在数量和质量上均优于现有方法。

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