A quantitative theory of gamma synchronization in macaque V1
Gamma-band synchronization coordinates brief periods of excitability in oscillating neuronal populations to optimize information transmission during sensation and cognition. Commonly, a stable, shared frequency over time is considered a condition for functional neural synchronization. Here, we demon...
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doaj-50af734cd22a420ab6df3714a21ebdb82021-05-05T13:43:38ZengeLife Sciences Publications LtdeLife2050-084X2017-08-01610.7554/eLife.26642A quantitative theory of gamma synchronization in macaque V1Eric Lowet0https://orcid.org/0000-0002-9793-0639Mark J Roberts1Alina Peter2Bart Gips3Peter De Weerd4Faculty of Psychology and Neuroscience, Maastricht University, Maastricht, NetherlandsFaculty of Psychology and Neuroscience, Maastricht University, Maastricht, NetherlandsErnst Strüngmann Institute (ESI) for Neuroscience in Cooperation with Max Planck Society, Frankfurt, GermanyDonders Institute for Brain, Cognition and Behaviour, Radboud University Nijmegen, Nijmegen, NetherlandsFaculty of Psychology and Neuroscience, Maastricht University, Maastricht, Netherlands; Maastricht Centre for Systems Biology, Maastricht University, Maastricht, NetherlandsGamma-band synchronization coordinates brief periods of excitability in oscillating neuronal populations to optimize information transmission during sensation and cognition. Commonly, a stable, shared frequency over time is considered a condition for functional neural synchronization. Here, we demonstrate the opposite: instantaneous frequency modulations are critical to regulate phase relations and synchronization. In monkey visual area V1, nearby local populations driven by different visual stimulation showed different gamma frequencies. When similar enough, these frequencies continually attracted and repulsed each other, which enabled preferred phase relations to be maintained in periods of minimized frequency difference. Crucially, the precise dynamics of frequencies and phases across a wide range of stimulus conditions was predicted from a physics theory that describes how weakly coupled oscillators influence each other’s phase relations. Hence, the fundamental mathematical principle of synchronization through instantaneous frequency modulations applies to gamma in V1 and is likely generalizable to other brain regions and rhythms.https://elifesciences.org/articles/26642visual cortexgamma rhythmsynchronizationweakly coupled oscillators |
collection |
DOAJ |
language |
English |
format |
Article |
sources |
DOAJ |
author |
Eric Lowet Mark J Roberts Alina Peter Bart Gips Peter De Weerd |
spellingShingle |
Eric Lowet Mark J Roberts Alina Peter Bart Gips Peter De Weerd A quantitative theory of gamma synchronization in macaque V1 eLife visual cortex gamma rhythm synchronization weakly coupled oscillators |
author_facet |
Eric Lowet Mark J Roberts Alina Peter Bart Gips Peter De Weerd |
author_sort |
Eric Lowet |
title |
A quantitative theory of gamma synchronization in macaque V1 |
title_short |
A quantitative theory of gamma synchronization in macaque V1 |
title_full |
A quantitative theory of gamma synchronization in macaque V1 |
title_fullStr |
A quantitative theory of gamma synchronization in macaque V1 |
title_full_unstemmed |
A quantitative theory of gamma synchronization in macaque V1 |
title_sort |
quantitative theory of gamma synchronization in macaque v1 |
publisher |
eLife Sciences Publications Ltd |
series |
eLife |
issn |
2050-084X |
publishDate |
2017-08-01 |
description |
Gamma-band synchronization coordinates brief periods of excitability in oscillating neuronal populations to optimize information transmission during sensation and cognition. Commonly, a stable, shared frequency over time is considered a condition for functional neural synchronization. Here, we demonstrate the opposite: instantaneous frequency modulations are critical to regulate phase relations and synchronization. In monkey visual area V1, nearby local populations driven by different visual stimulation showed different gamma frequencies. When similar enough, these frequencies continually attracted and repulsed each other, which enabled preferred phase relations to be maintained in periods of minimized frequency difference. Crucially, the precise dynamics of frequencies and phases across a wide range of stimulus conditions was predicted from a physics theory that describes how weakly coupled oscillators influence each other’s phase relations. Hence, the fundamental mathematical principle of synchronization through instantaneous frequency modulations applies to gamma in V1 and is likely generalizable to other brain regions and rhythms. |
topic |
visual cortex gamma rhythm synchronization weakly coupled oscillators |
url |
https://elifesciences.org/articles/26642 |
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