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The Journal of Neurophysiology Vol. 88 No. 4 October 2002, pp. 1634-1654
Copyright ©2002 by the American Physiological Society
and
Oscillations and the
Plasticity of Excitatory and Inhibitory Synapses: A Network
Model
1Department of Physiology and Pharmacology, State University of New York Health Science Center, Brooklyn, New York 11203; and 2School of Biomedical Sciences, University of Leeds, Leeds LS2 9NL, United Kingdom
Bibbig, Andrea,
Roger D. Traub, and
Miles
A. Whittington.
Long-Range Synchronization of
and
Oscillations and the
Plasticity of Excitatory and Inhibitory Synapses: A Network
Model. J. Neurophysiol. 88: 1634-1654, 2002. The ability of oscillating networks to synchronize
despite significant separation in space, and thus time, is of
biological significance, given that human
activity can synchronize
over distances of several millimeters to centimeters during perceptual and learning tasks. We use computer simulations of networks consisting of excitatory pyramidal cells (e-cells) and inhibitory interneurons (i-cells), modeling two tonically driven assemblies separated by large
(
8 ms) conduction delays. The results are as follows. 1)
Two assemblies separated by large conduction delays can fire synchronously at
frequency (with i-cells firing at
frequency) under two timing conditions: e-cells of (say) assembly 2 are still inhibited "delay + spike generation milliseconds" after the e-cell beat of assembly 1; this means that the e-cell inhibitory postsynaptic potential (IPSP) cannot be significantly shorter than the delay (2-site
effect). This implies for a given decay time constant that the
interneuron
pyramidal cell conductances must be large enough. The
e-cell IPSP must last longer than the i-cell IPSP, i.e., the
interneuron
pyramidal cell conductance must be sufficiently large
and the interneuron
interneuron conductance sufficiently small
(local effect). 2) We define a "long-interval
doublet" as a pair of interneuron action potentials
separated
by approximately "delay milliseconds"
in which a) the
first spike is induced by tonic inputs and/or excitation from nearby
e-cells, while b) the second spike is induced by (delayed)
excitation from distant e-cells. "Long-interval population
doublets" (long-interval doublets of the i-cell population) are
necessary for synchronized firing in our networks. Failure to produce
them leads to almost anti-phase activity at
frequency.
3) An (almost) anti-phase oscillation is the most stable
oscillation pattern of two assemblies that are separated by axonal
conduction delays of approximately one-half a
period (delays from 8 to 17 ms in our simulations) and that are firing at
frequency.
4) Two assemblies separated by large conduction delays can
synchronize their activity with the help of interneuron plasticity.
They can also synchronize without pyramidal cell
pyramidal cell
connections being present. The presence of pyramidal cell
pyramidal
cell connections allows, however, for synchronization if other
parameters are at inappropriate values for synchronization to occur.
5) Synchronization of two assemblies separated by large
conduction delays with the help of interneuron plasticity is not simply
due to slowing down of the oscillation frequency. It is reached with
the help of a "synchronizing-weak-beat," which induces
sudden changes in the oscillation period length of the two assemblies.
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