2013
DOI: 10.1073/pnas.1307088110
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A neuropeptide speeds circadian entrainment by reducing intercellular synchrony

Abstract: Shift work or transmeridian travel can desynchronize the body's circadian rhythms from local light-dark cycles. The mammalian suprachiasmatic nucleus (SCN) generates and entrains daily rhythms in physiology and behavior. Paradoxically, we found that vasoactive intestinal polypeptide (VIP), a neuropeptide implicated in synchrony among SCN cells, can also desynchronize them. The degree and duration of desynchronization among SCN neurons depended on both the phase and the dose of VIP. A model of the SCN consistin… Show more

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Cited by 115 publications
(126 citation statements)
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“…Although individual neurons within the SCN act as autonomous circadian pacemakers, they display stochastic variation in period length and must communicate to maintain stable period lengths and phase relationships for system-wide control of daily cycles (8)(9)(10). SCN network dynamics are contingent on properties of the cell-autonomous oscillator (11,12), communication via neurotransmitters (10,(13)(14)(15)(16), and the underlying connectivity of the network.…”
mentioning
confidence: 99%
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“…Although individual neurons within the SCN act as autonomous circadian pacemakers, they display stochastic variation in period length and must communicate to maintain stable period lengths and phase relationships for system-wide control of daily cycles (8)(9)(10). SCN network dynamics are contingent on properties of the cell-autonomous oscillator (11,12), communication via neurotransmitters (10,(13)(14)(15)(16), and the underlying connectivity of the network.…”
mentioning
confidence: 99%
“…Although the single-cell oscillator and coupling pathways have been extensively researched, relatively little is known about the structure of the neuronal network driving synchronization in the SCN. Prominent modeling studies of the past decade have assumed a wide variety of network structures: nearest neighbor (15,20), small-world (21), or mean-field (22,23), or combinations of these depending on coupling pathway (16), pointing to the high degree of uncertainty regarding the general connectivity of the SCN. There has been significant recent interest in attempting to elucidate the network structure and mechanisms driving synchrony the SCN, commonly through light-driven desynchronization assays (19,(24)(25)(26).…”
mentioning
confidence: 99%
“…Because ρ(t, θ) can be determined by through measurements ofs(t) using (10), and ∆θ is defined so that it can be found with knowledge of ρ(t, θ), equation (15) allows us to use these observable values in order to infer the phase response curve of the individual oscillators. It should be noted that if ρ(t, θ) = δ(θ − θ o ) equation (15) reduces to ∆Θ(θ o )/ψ = Z(θ o ), i.e.…”
Section: A Estimating the Population Distribution From The Aggregatementioning
confidence: 99%
“…Here we have assumed that using the truncated terms for ρ f and Z f in (15) only lead to O(ǫ) errors in the inner product. The Fourier coefficients of the phase distributions immediately preceding and following a δ-function pulse, ρ(τ − , θ), and ρ(τ + , θ), respectively, can be determined from (10). For instance,…”
Section: A Estimating the Population Distribution From The Aggregatementioning
confidence: 99%
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