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A Sparse Coding Model with Synaptically Local Plasticity and Spiking Neurons Can Account for the Diverse Shapes of V1 Simple Cell Receptive Fields

Overview of attention for article published in PLoS Computational Biology, October 2011
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Title
A Sparse Coding Model with Synaptically Local Plasticity and Spiking Neurons Can Account for the Diverse Shapes of V1 Simple Cell Receptive Fields
Published in
PLoS Computational Biology, October 2011
DOI 10.1371/journal.pcbi.1002250
Pubmed ID
Authors

Joel Zylberberg, Jason Timothy Murphy, Michael Robert DeWeese

Abstract

Sparse coding algorithms trained on natural images can accurately predict the features that excite visual cortical neurons, but it is not known whether such codes can be learned using biologically realistic plasticity rules. We have developed a biophysically motivated spiking network, relying solely on synaptically local information, that can predict the full diversity of V1 simple cell receptive field shapes when trained on natural images. This represents the first demonstration that sparse coding principles, operating within the constraints imposed by cortical architecture, can successfully reproduce these receptive fields. We further prove, mathematically, that sparseness and decorrelation are the key ingredients that allow for synaptically local plasticity rules to optimize a cooperative, linear generative image model formed by the neural representation. Finally, we discuss several interesting emergent properties of our network, with the intent of bridging the gap between theoretical and experimental studies of visual cortex.

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Geographical breakdown

Country Count As %
United States 9 3%
Germany 7 2%
France 2 <1%
Canada 1 <1%
Portugal 1 <1%
China 1 <1%
Belarus 1 <1%
Unknown 266 92%

Demographic breakdown

Readers by professional status Count As %
Student > Ph. D. Student 79 27%
Researcher 69 24%
Student > Master 44 15%
Student > Bachelor 17 6%
Professor > Associate Professor 15 5%
Other 35 12%
Unknown 29 10%
Readers by discipline Count As %
Neuroscience 60 21%
Computer Science 53 18%
Agricultural and Biological Sciences 51 18%
Engineering 48 17%
Physics and Astronomy 17 6%
Other 31 11%
Unknown 28 10%