Periodic Solutions for a Numerical Discretization Neural Network

Periodic Solutions for a Numerical Discretization Neural Network

Conductivity and magnetoresistance of a periodic composite by network discretization

We describe a simple approach for calculating the effective conductivity, dielectric constant, and magnetoresistance of periodic composites, by reducing the composite to an effective impedance network. The method is used to calculate the effective conductance of periodic two-dimensional binary composites on a square lattice, in good agreement with previous calculations using other methods. We u...

Periodic solutions for a delayed neural network model on a special time scale

This paper concerns a delayed neural network model x(t) = − 1 2 x(t)+ f (x(t − 2)), t ∈ T = ∞ ⋃

Periodic solutions for a two-neuron network with delays

In this paper, we use the coincidence degree theory to establish new results on the existence of w-periodic solutions for a two-neuron network model. @ 2006 Elsevier Ltd. All rights reserved.

Oscillatory Phenomena and Stability of Periodic Solutions in a Simple Neural Network with Delay

J. Wei, M. G. Velarde, and V. A. Makarov Instituto Pluridisciplinar-UCM, Paseo Juan XXIII, 1, 28040 Madrid, SPAIN Permanent address: Department of Mathematics, Harbin Institute of Technology, 150001 Harbin, PEOPLE’S REPUBLIC of CHINA Also at: International Center for Mechanical Sciences-CISM, Palazzo del Torso, Piazza Garibaldi, 33100 Udine, ITALY Departamento de Matematica Aplicada, Facultad d...