id: 00915489
dt: a
an: 00915489
au: Slavova, Angela
ti: Stability analysis of cellular neural networks with nonlinear dynamics.
so: Bilchev, S. (ed.) et al., Differential equations and applications.
    Proceedings of the 5th international conference, CDE’V, Rousse,
    Bulgaria, August 24-29, 1995. Rousse: Union of Bulgarian
    Mathematicians, 110-117 (1995).
py: 1995
pu: Rousse: Union of Bulgarian Mathematicians
la: EN
cc: 
ut: cellular neural networks; periodic solutions; Lyapunov’s majorizing
    equations method
ci: 
li: 
ab: Summary: We extend a typical dynamical system for cellular neural networks
    by introducing nonlinear characteristics. The more general case when
    the output equation has its own dynamics is considered. A new approach
    is used for finding the periodic solutions of the perturbed cellular
    neural network. For the analysis Lyapunov’s majorizing equations
    method is applied. A computer implementation for such a dynamical
    system is given.
rv: