A power law describes the magnitude of adaptation in neural populations of primary visual cortex

Abstract How do neural populations adapt to the time-varying statistics of sensory input? We used two-photon imaging to measure the activity of neurons in mouse primary visual cortex adapted to different sensory environments, each defined by a distinct probability distribution over a stimulus set. W...

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Main Authors: Elaine Tring, Mario Dipoppa, Dario L. Ringach
Format: Article
Language:English
Published: Nature Portfolio 2023-12-01
Series:Nature Communications
Online Access:https://doi.org/10.1038/s41467-023-43572-w
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author Elaine Tring
Mario Dipoppa
Dario L. Ringach
author_facet Elaine Tring
Mario Dipoppa
Dario L. Ringach
author_sort Elaine Tring
collection DOAJ
description Abstract How do neural populations adapt to the time-varying statistics of sensory input? We used two-photon imaging to measure the activity of neurons in mouse primary visual cortex adapted to different sensory environments, each defined by a distinct probability distribution over a stimulus set. We find that two properties of adaptation capture how the population response to a given stimulus, viewed as a vector, changes across environments. First, the ratio between the response magnitudes is a power law of the ratio between the stimulus probabilities. Second, the response direction to a stimulus is largely invariant. These rules could be used to predict how cortical populations adapt to novel, sensory environments. Finally, we show how the power law enables the cortex to preferentially signal unexpected stimuli and to adjust the metabolic cost of its sensory representation to the entropy of the environment.
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spelling doaj.art-2be42cb190a74433b4fc427f6e8acbcb2023-12-17T12:24:03ZengNature PortfolioNature Communications2041-17232023-12-0114111210.1038/s41467-023-43572-wA power law describes the magnitude of adaptation in neural populations of primary visual cortexElaine Tring0Mario Dipoppa1Dario L. Ringach2Department of Neurobiology, David Geffen School of Medicine, University of California, Los AngelesDepartment of Neurobiology, David Geffen School of Medicine, University of California, Los AngelesDepartment of Neurobiology, David Geffen School of Medicine, University of California, Los AngelesAbstract How do neural populations adapt to the time-varying statistics of sensory input? We used two-photon imaging to measure the activity of neurons in mouse primary visual cortex adapted to different sensory environments, each defined by a distinct probability distribution over a stimulus set. We find that two properties of adaptation capture how the population response to a given stimulus, viewed as a vector, changes across environments. First, the ratio between the response magnitudes is a power law of the ratio between the stimulus probabilities. Second, the response direction to a stimulus is largely invariant. These rules could be used to predict how cortical populations adapt to novel, sensory environments. Finally, we show how the power law enables the cortex to preferentially signal unexpected stimuli and to adjust the metabolic cost of its sensory representation to the entropy of the environment.https://doi.org/10.1038/s41467-023-43572-w
spellingShingle Elaine Tring
Mario Dipoppa
Dario L. Ringach
A power law describes the magnitude of adaptation in neural populations of primary visual cortex
Nature Communications
title A power law describes the magnitude of adaptation in neural populations of primary visual cortex
title_full A power law describes the magnitude of adaptation in neural populations of primary visual cortex
title_fullStr A power law describes the magnitude of adaptation in neural populations of primary visual cortex
title_full_unstemmed A power law describes the magnitude of adaptation in neural populations of primary visual cortex
title_short A power law describes the magnitude of adaptation in neural populations of primary visual cortex
title_sort power law describes the magnitude of adaptation in neural populations of primary visual cortex
url https://doi.org/10.1038/s41467-023-43572-w
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