2015

Deep Kalman Filters

Krishnan, Rahul G., Shalit, Uri, Sontag, David

Understand

Kalman Filters are one of the most influential models of time-varying phenomena.

  • They admit an intuitive probabilistic interpretation, have a simple functional form, and enjoy widespread adoption in a variety of disciplines.
  • Motivated by recent variational methods for learning deep generative models, we introduce a unified algorithm to efficiently learn a broad spectrum of Kalman filters.
  • Of particular interest is the use of temporal generative models for counterfactual inference.

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