Published January 30, 2020 | Version v1
Journal article Open

Recurrent interactions can explain the variance in single trial responses

  • 1. University of Chicago

Description

To develop a complete description of sensory encoding, it is necessary to account for trial-to-trial variability in cortical neurons. Using a linear model with terms corresponding to the visual stimulus, mouse running speed, and experimentally measured neuronal correlations, we modeled short term dynamics of L2/3 murine visual cortical neurons to evaluate the relative importance of each factor to neuronal variability within single trials. We find single trial predictions improve most when conditioning on the experimentally measured local correlations in comparison to predictions based on the stimulus or running speed. Specifically, accurate predictions are driven by positively co-varying and synchronously active functional groups of neurons. Including functional groups in the model enhances decoding accuracy of sensory information compared to a model that assumes neuronal independence. Functional groups, in encoding and decoding frameworks, provide an operational definition of Hebbian assemblies in which local correlations largely explain neuronal responses on individual trials.

Data availability

The data underlying the results presented in this study were previously published in Dechery, J. B., & MacLean, J. N. (2018). “Functional triplet motifs underlie accurate predictions of single-trial responses in populations of tuned and untuned V1 neurons.” PLOS Computational Biology, 14(5), 1–23. https://doi.org/10.1371/journal.pcbi.1006153. Additional files pertaining to model output are available from figshare at: https://figshare.com/articles/models_and_partial_correlations_zip/11413932.

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Additional details

Identifiers

DOI
10.1371/journal.pcbi.1007591
Other
oai:uchicago.tind.io:6216

Related works

Funding

National Institutes of Health
R01EY022338

UChicago Information

Division(s)
Biological Sciences Division, Physical Sciences Division
Department(s)
Computational Neuroscience, Neurobiology, Statistics