Cellular biophysics and modeling : a primer on the computational biology of excitable cells / Greg Conradi Smith.
Material type:
Item type | Current library | Home library | Collection | Shelving location | Call number | Status | Date due | Barcode |
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NU Fairview College LRC | NU Fairview College LRC | School of Arts and Sciences | General Circulation | GC QP 363 S65 2019 (Browse shelf(Opens below)) | Available | NUFAI000004820 |
Includes index.
Compartmental modeling -- Phase diagrams -- Ligands, receptors & rate laws -- Function families & characteristic times -- Bifurcation diagrams of scalar ODEs -- The Nernst equilibrium potential -- The current balance equation -- GHK theory of membrane permeation -- Voltage-gated ionic currents -- Regenerative ionic currents and bistability -- Voltage-clamp recording -- Hodgkin-Huxley model of the action potential -- The Morris-Lecar model -- Phase plane analysis -- Linear stability analysis -- Type II excitability and oscillations (the Hopf bifurcation) -- Type I excitability and oscillations (SNIC & SHO bifurcations) -- The low-threshold calcium spike -- Synaptic currents.
"It must also be supposed that the cell bodies and the dendrites are, in the same way as the axis cylinders, conductive devices, as they represent the intermediary links between afferent nerve fibres and the afore-mentioned axons"-- Provided by publisher.
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