Phenomena of complex analytic dynamics in the non-autonomous, nonlinear ring system

Abstract

The model system manifesting phenomena peculiar to complex analytic maps is offered. The system is a non-autonomous ring cavity with nonlinear elements and filters,

9 pages, 4 figures

References in corpus (3)

• Mandelbrot set in coupled logistic maps and in an electronic experiment
• On possibility of realization of the Mandelbrot set in coupled continuous systems
• On possibility of realization of the phenomena of complex analytic dynamics in physical systems. Novel mechanism of the synchronization loss in coupled period-doubling systems