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Note on the bias and variance of variational inference

2019-06-09Code Available0· sign in to hype

Chin-wei Huang, Aaron Courville

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Abstract

In this note, we study the relationship between the variational gap and the variance of the (log) likelihood ratio. We show that the gap can be upper bounded by some form of dispersion measure of the likelihood ratio, which suggests the bias of variational inference can be reduced by making the distribution of the likelihood ratio more concentrated, such as via averaging and variance reduction.

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