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- W4365811208 endingPage "183" @default.
- W4365811208 startingPage "163" @default.
- W4365811208 abstract "The classical Hodgkin-Huxley (HH) point-neuron model of action potential generation is four-dimensional. It consists of four ordinary differential equations describing the dynamics of the membrane potential and three gating variables associated to a transient sodium and a delayed-rectifier potassium ionic currents. Conductance-based models of HH type are higher-dimensional extensions of the classical HH model. They include a number of supplementary state variables associated with other ionic current types, and are able to describe additional phenomena such as subthreshold oscillations, mixed-mode oscillations (subthreshold oscillations interspersed with spikes), clustering and bursting. In this manuscript we discuss biophysically plausible and phenomenological reduced models that preserve the biophysical and/or dynamic description of models of HH type and the ability to produce complex phenomena, but the number of effective dimensions (state variables) is lower. We describe several representative models. We also describe systematic and heuristic methods of deriving reduced models from models of HH type." @default.
- W4365811208 created "2023-04-16" @default.
- W4365811208 creator A5030593350 @default.
- W4365811208 creator A5046627918 @default.
- W4365811208 creator A5047584821 @default.
- W4365811208 date "2023-04-15" @default.
- W4365811208 modified "2023-09-26" @default.
- W4365811208 title "Low-dimensional models of single neurons: a review" @default.
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