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 Markov Models



A Defining Markov locality and relating it to p locality

Neural Information Processing Systems

Markov locality, which will use the language of Markov blankets. Markov blanket but not all blankets are boundaries. A Markov boundary can be thought of as the set of variables that'locally' communicate with the parameter Importantly, for Markov-locality to be of use, we would like the Markov boundaries of random variables in the model of interest to be unique. Assume all quantities are as in A.1, that the conditional independence relationships This proof relies on Lemma A.1, proved below. We wish to prove Eq. 2 Eq.



AVLEN: Audio-Visual-LanguageEmbodied Navigationin3DEnvironments

Neural Information Processing Systems

Similartoaudio-visual navigationtasks,thegoalofourembodied agentistolocalize anaudioeventvia navigating the 3D visual world; however, the agent may also seek help from a human (oracle), where the assistance is provided in free-form natural language.



AutomaticDataAugmentationforGeneralizationin ReinforcementLearning

Neural Information Processing Systems

Generalization to new environments remains a major challenge in deep reinforcement learning (RL). Current methods fail to generalize to unseen environments even when trained on similar settings [19, 51, 71, 11, 21, 12, 60].


Equilibriumandnon-Equilibriumregimesinthe learningofRestrictedBoltzmannMachines

Neural Information Processing Systems

Inparticular,weshowthat using the popular k (persistent) contrastive divergence approaches, with k small, the dynamics of the learned model are extremely slow and often dominated by strong out-of-equilibrium effects.