Primary Area: representation learning for computer vision, audio, language, and other modalities
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Keywords: variational autoencoders, deep generative models, similarity indices, domain knowledge, dispersion parameter
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TL;DR: The paper introduces a new distribution family called EDDF to improve the performance of VAEs in generative modeling for high-dimensional natural data, and validates its effectiveness in the vision domain.
Abstract: Variational autoencoder (VAE) is a prominent generative model that has been actively applied to various unsupervised learning tasks such as representation learning. Despite its representational capability, VAEs with the commonly adopted Gaussian settings typically suffer from performance degradation in generative modeling for high-dimensional natural data, which is often caused by their excessively limited model family. In this paper, we introduce the exponential dissimilarity-dispersion family (EDDF), a novel distribution family that includes a dissimilarity function and a global dispersion parameter. A decoder with this distribution family induces arbitrary dissimilarity functions as the reconstruction loss of the evidence lower bound (ELBO) objective, where the model leverages domain knowledge through this dissimilarity function. For VAEs with EDDF decoders, we also propose an ELBO optimization method that implicitly approximates the stochastic gradient of the normalizing constant using log-expected dissimilarity. Empirical evaluations of the generative performance show the effectiveness of our model family and proposed method in the vision domain, indicating that the effect of dissimilarity determines the criteria of representational informativeness.
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Submission Number: 890
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