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The paper presents a mathematical approach to modeling of continuous, spatial and active neural tissue. It combines a nonlinear discrete cell membrane model with spatial bidomain model into one multiscale problem. The bidomain allows us to simulate the action potential (AP) propagation in the selected human brain neural tissues. The evoked potentials are stimulated by applying artificial stimulation...
The paper presents a mathematical approach to the modeling of continuous active neural tissue together with a nonlinear discrete cell model. The main focus is put on the numerical formulation adapted from the bidomain model for the human heart. The bidomain model uses two scalar electrical potentials: intra- and extracellular to simulate propagation of the action potential from the spiking neurons...
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