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To model synaptic interactions we consider a simple effective anatomical model whereby stellate cells interact directly through inhibition.
For a discussion of more realistic forms of phase interaction, describing synaptic interactions, see [241].
Two types of synaptic interactions are investigated: instantaneous and delayed (via first-order synaptic processing).
The term of noisy synaptic interactions requires a more careful treatment.
However, their model does not include synaptic interactions as ours does.
Fig. 3 Propagating stationary wave front of Eq. (1) for three classes of synaptic interactions and distributed speeds and delays.
When mediated by synaptic interactions, the repetitive firing of presynaptic neurons can cause oscillatory activation of postsynaptic neurons.
Synaptic interactions between cells in a discrete one-dimensional network were modelled with a simple voltage threshold process.
Moreover, we opt for a description of synaptic interactions using an event-based scheme for modelling post-synaptic conductances.
This includes distributions of axonal transmission speeds and nonlocal feedback delays as well as general classes of synaptic interactions.
Neuronal oscillations may be generated by intrinsic properties of single cells or may arise through excitatory and inhibitory synaptic interactions within a local population of cells.
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