Active Inference Tree Search in Large POMDPs

Fuente: arXiv
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Autores principales: Maisto, Domenico, Gregoretti, Francesco, Friston, Karl, Pezzulo, Giovanni
Formato: Preprint
Publicado: 2021
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author Maisto, Domenico
Gregoretti, Francesco
Friston, Karl
Pezzulo, Giovanni
author_facet Maisto, Domenico
Gregoretti, Francesco
Friston, Karl
Pezzulo, Giovanni
contents The ability to plan ahead efficiently is key for both living organisms and artificial systems. Model-based planning and prospection are widely studied in cognitive neuroscience and artificial intelligence (AI), but from different perspectives--and with different desiderata in mind (biological realism versus scalability) that are difficult to reconcile. Here, we introduce a novel method to plan in POMDPs--Active Inference Tree Search (AcT)--that combines the normative character and biological realism of a leading planning theory in neuroscience (Active Inference) and the scalability of tree search methods in AI. This unification enhances both approaches. On the one hand, tree searches enable the biologically grounded, first principle method of active inference to be applied to large-scale problems. On the other hand, active inference provides a principled solution to the exploration-exploitation dilemma, which is often addressed heuristically in tree search methods. Our simulations show that AcT successfully navigates binary trees that are challenging for sampling-based methods, problems that require adaptive exploration, and the large POMDP problem 'RockSample'--in which AcT reproduces state-of-the-art POMDP solutions. Furthermore, we illustrate how AcT can be used to simulate neurophysiological responses (e.g., in the hippocampus and prefrontal cortex) of humans and other animals that solve large planning problems. These numerical analyses show that Active Tree Search is a principled realisation of neuroscientific and AI planning theories, which offer both biological realism and scalability.
format Preprint
id arxiv_https___arxiv_org_abs_2103_13860
institution arXiv
publishDate 2021
record_format arxiv
spellingShingle Active Inference Tree Search in Large POMDPs
Maisto, Domenico
Gregoretti, Francesco
Friston, Karl
Pezzulo, Giovanni
Artificial Intelligence
Probability
Neurons and Cognition
68T20, 68Q07, 68W27, 90C40
I.2; I.6; G.3; J.4
The ability to plan ahead efficiently is key for both living organisms and artificial systems. Model-based planning and prospection are widely studied in cognitive neuroscience and artificial intelligence (AI), but from different perspectives--and with different desiderata in mind (biological realism versus scalability) that are difficult to reconcile. Here, we introduce a novel method to plan in POMDPs--Active Inference Tree Search (AcT)--that combines the normative character and biological realism of a leading planning theory in neuroscience (Active Inference) and the scalability of tree search methods in AI. This unification enhances both approaches. On the one hand, tree searches enable the biologically grounded, first principle method of active inference to be applied to large-scale problems. On the other hand, active inference provides a principled solution to the exploration-exploitation dilemma, which is often addressed heuristically in tree search methods. Our simulations show that AcT successfully navigates binary trees that are challenging for sampling-based methods, problems that require adaptive exploration, and the large POMDP problem 'RockSample'--in which AcT reproduces state-of-the-art POMDP solutions. Furthermore, we illustrate how AcT can be used to simulate neurophysiological responses (e.g., in the hippocampus and prefrontal cortex) of humans and other animals that solve large planning problems. These numerical analyses show that Active Tree Search is a principled realisation of neuroscientific and AI planning theories, which offer both biological realism and scalability.
title Active Inference Tree Search in Large POMDPs
topic Artificial Intelligence
Probability
Neurons and Cognition
68T20, 68Q07, 68W27, 90C40
I.2; I.6; G.3; J.4
url https://arxiv.org/abs/2103.13860