INVESTIGADORES
D'AMICO Edith Maria Belen
congresos y reuniones científicas
Título:
Hopf bifurcation for maps in neuronal nets
Autor/es:
MARÍA BELÉN D'AMICO; JORGE MOIOLA; EDUARDO PAOLINI
Lugar:
Catania
Reunión:
Workshop; 8th Annual Workshop on Nonlinear Dynamics of Electronic Systems; 2000
Institución organizadora:
University of Catania
Resumen:
The application of the Hopf Bifurcations Theorem (HBT) for maps is presented in this paper. The invariant cycle emerging from the bifurcation is approximated using an analogous version of the Graphical Hopf Theorem (GHT) for continuous-time systems. This technique is formulated in the so-called frequency domain and it involves the use of the Nyquist stability criterion for discrete-time systems. A neuronal netlet example is used for illustration.
