INVESTIGADORES
ELASKAR sergio Amado
artículos
Título:
Chaotic intermittency with non-differentiable M(x) function
Autor/es:
ELASKAR, SERGIO; DEL RÍO, EZEQUIEL; GRIONI, MAURO
Revista:
REVISTA FACULTAD DE INGENIERíA UNIVERSIDAD DE ANTIOQUIA
Editorial:
IMPRENTA UNIV ANTIOQUIA
Referencias:
Año: 2023
ISSN:
0120-6230
Resumen:
One-dimensional maps showing chaotic intermittency with discontinuous reinjection probability density functions are studied. For these maps, the reinjection mechanism possesses two different processes. The M function methodology is applied to analyze the complete reinjection mechanism and to determine the discontinuous reinjection probability density function. In these maps, the function M (x) is continuous and non-differentiable. Theoretical equations are found for the function M (x) and for the reinjection probability density function. Finally, the theoretical results are compared with numerical data finding high accuracy.