Constrained inference in sparse coding reproduces contextual effects and predicts laminar neural dynamics.

When probed with complex stimuli that extend beyond their classical receptive field, neurons in primary visual cortex display complex and non-linear response characteristics. Sparse coding models reproduce some of the observed contextual effects, but still fail to provide a satisfactory explanation...

Full description

Bibliographic Details
Main Authors: Federica Capparelli, Klaus Pawelzik, Udo Ernst
Format: Article
Language:English
Published: Public Library of Science (PLoS) 2019-10-01
Series:PLoS Computational Biology
Online Access:https://doi.org/10.1371/journal.pcbi.1007370
id doaj-61663d236dbf4635b9c8e8fa99319683
record_format Article
spelling doaj-61663d236dbf4635b9c8e8fa993196832021-04-21T15:07:53ZengPublic Library of Science (PLoS)PLoS Computational Biology1553-734X1553-73582019-10-011510e100737010.1371/journal.pcbi.1007370Constrained inference in sparse coding reproduces contextual effects and predicts laminar neural dynamics.Federica CapparelliKlaus PawelzikUdo ErnstWhen probed with complex stimuli that extend beyond their classical receptive field, neurons in primary visual cortex display complex and non-linear response characteristics. Sparse coding models reproduce some of the observed contextual effects, but still fail to provide a satisfactory explanation in terms of realistic neural structures and cortical mechanisms, since the connection scheme they propose consists only of interactions among neurons with overlapping input fields. Here we propose an extended generative model for visual scenes that includes spatial dependencies among different features. We derive a neurophysiologically realistic inference scheme under the constraint that neurons have direct access only to local image information. The scheme can be interpreted as a network in primary visual cortex where two neural populations are organized in different layers within orientation hypercolumns that are connected by local, short-range and long-range recurrent interactions. When trained with natural images, the model predicts a connectivity structure linking neurons with similar orientation preferences matching the typical patterns found for long-ranging horizontal axons and feedback projections in visual cortex. Subjected to contextual stimuli typically used in empirical studies, our model replicates several hallmark effects of contextual processing and predicts characteristic differences for surround modulation between the two model populations. In summary, our model provides a novel framework for contextual processing in the visual system proposing a well-defined functional role for horizontal axons and feedback projections.https://doi.org/10.1371/journal.pcbi.1007370
collection DOAJ
language English
format Article
sources DOAJ
author Federica Capparelli
Klaus Pawelzik
Udo Ernst
spellingShingle Federica Capparelli
Klaus Pawelzik
Udo Ernst
Constrained inference in sparse coding reproduces contextual effects and predicts laminar neural dynamics.
PLoS Computational Biology
author_facet Federica Capparelli
Klaus Pawelzik
Udo Ernst
author_sort Federica Capparelli
title Constrained inference in sparse coding reproduces contextual effects and predicts laminar neural dynamics.
title_short Constrained inference in sparse coding reproduces contextual effects and predicts laminar neural dynamics.
title_full Constrained inference in sparse coding reproduces contextual effects and predicts laminar neural dynamics.
title_fullStr Constrained inference in sparse coding reproduces contextual effects and predicts laminar neural dynamics.
title_full_unstemmed Constrained inference in sparse coding reproduces contextual effects and predicts laminar neural dynamics.
title_sort constrained inference in sparse coding reproduces contextual effects and predicts laminar neural dynamics.
publisher Public Library of Science (PLoS)
series PLoS Computational Biology
issn 1553-734X
1553-7358
publishDate 2019-10-01
description When probed with complex stimuli that extend beyond their classical receptive field, neurons in primary visual cortex display complex and non-linear response characteristics. Sparse coding models reproduce some of the observed contextual effects, but still fail to provide a satisfactory explanation in terms of realistic neural structures and cortical mechanisms, since the connection scheme they propose consists only of interactions among neurons with overlapping input fields. Here we propose an extended generative model for visual scenes that includes spatial dependencies among different features. We derive a neurophysiologically realistic inference scheme under the constraint that neurons have direct access only to local image information. The scheme can be interpreted as a network in primary visual cortex where two neural populations are organized in different layers within orientation hypercolumns that are connected by local, short-range and long-range recurrent interactions. When trained with natural images, the model predicts a connectivity structure linking neurons with similar orientation preferences matching the typical patterns found for long-ranging horizontal axons and feedback projections in visual cortex. Subjected to contextual stimuli typically used in empirical studies, our model replicates several hallmark effects of contextual processing and predicts characteristic differences for surround modulation between the two model populations. In summary, our model provides a novel framework for contextual processing in the visual system proposing a well-defined functional role for horizontal axons and feedback projections.
url https://doi.org/10.1371/journal.pcbi.1007370
work_keys_str_mv AT federicacapparelli constrainedinferenceinsparsecodingreproducescontextualeffectsandpredictslaminarneuraldynamics
AT klauspawelzik constrainedinferenceinsparsecodingreproducescontextualeffectsandpredictslaminarneuraldynamics
AT udoernst constrainedinferenceinsparsecodingreproducescontextualeffectsandpredictslaminarneuraldynamics
_version_ 1714667902773231616