TL;DR
This paper reviews how recent advances in variational inference and deep learning enable scalable probabilistic modeling with neural networks, expanding their applicability to large data sets and complex relationships.
Contribution
It provides a comprehensive overview of integrating deep neural networks into probabilistic models, highlighting recent methodological and practical developments.
Findings
Probabilistic inference now feasible over large models and data sets.
Deep neural networks can be incorporated into probabilistic frameworks.
New tools facilitate scalable probabilistic modeling with deep learning.
Abstract
Recent advances in statistical inference have significantly expanded the toolbox of probabilistic modeling. Historically, probabilistic modeling has been constrained to (i) very restricted model classes where exact or approximate probabilistic inference were feasible, and (ii) small or medium-sized data sets which fit within the main memory of the computer. However, developments in variational inference, a general form of approximate probabilistic inference originated in statistical physics, are allowing probabilistic modeling to overcome these restrictions: (i) Approximate probabilistic inference is now possible over a broad class of probabilistic models containing a large number of parameters, and (ii) scalable inference methods based on stochastic gradient descent and distributed computation engines allow to apply probabilistic modeling over massive data sets. One important practical…
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