Temporal oscillations in neuronal nets.
J Math Biol, 1979/4/18;7(3):265-80.
PMID: 224126
Impact factor: 2.164
Abstract
A model for the interactions of cortical neurons is derived and analyzed. It is shown that small amplitude spatially inhomogeneous standing oscillations can bifurcate from the rest state. In a periodic domain, traveling wave trains exist. Stability of these patterns is discussed in terms of biological parameters. Homoclinic and heteroclinic orbits are demonstrated for the space-clamped system.
MeSH terms
Brain; Fourier Analysis; Models, Neurological; Nerve Net; Neural Inhibition; Neurons; Oscillometry; Periodicity; Synaptic Transmission
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