title: [Lagrange formulation of the self-organization problem of a neuronal ensemble during computation of nonlinear dissipation of energy].
abstract: The Lagrange formulation for the problem of excitation of the Bresslow neural network is given to construct an arbitrary law for energy dissipation of the ensemble. The Amari assumption about neuron conductivity as a function of membrane potential allows one to admit the logistic dissipation law. It was shown that, from the viewpoint of statistics, this law is valid at coherent excitation conditions. The property of factorizing for the functioning of this ensemble was obtained.
mesh_terms: D004734:Energy Metabolism; D008954:Models, Biological