Dynamic ensembles with variable structure and friction simulation.
Dynamic properties of cellular neural networks.
Dynamic traffic network equilibrium system.
Dynamical analysis of DTNN with impulsive effect.
Dynamical aspects of an equilateral restricted four-body problem.
Dynamical entropy of a non-commutative version of the phase doubling
A quantum dynamical system, mimicking the classical phase doubling map on the unit circle, is formulated and its ergodic properties are studied. We prove that the quantum dynamical entropy equals the classical value log2 by using compact perturbations of the identity as operational partitions of unity.
Dynamical properties of a delay prey-predator model with disease in the prey species only.
Dynamical system and nonlinear regression for estimate host-parasitoid relationship.
Dynamical systems analysis of a five-dimensional trophic food web model in the southern oceans.
Dynamics of a nonautonomous Leslie-Gower type food chain model with delays.
Dynamics of a predator-prey system concerning biological and chemical controls.
Dynamics of a stage structure pest control model with impulsive effects at different fixed time.
Dynamics of Cohen-Grossberg neural networks with mixed delays and impulses.
Dynamique des nombres et physique des oscillateurs
Nous présentons un modèle mathématique permettant de reproduire le spectre expérimental des fréquences dans un composant électronique appelé boucle ouverte. Le spectre semble s’organiser suivant une contrainte de nature diophantienne sur les fréquences. Sa structure peut donc se comprendre via une étude de l’ensemble des fractions continues en fonction de leur longueur et de la taille des quotients partiels.
Effects of competition and predation in a three species model
A model which consists of a predator and two prey species is presented. The prey compete for the same limited resource (food). The predator preys on both prey species but with different severity. We show that the coexistence of all three species is possible in a mean-field approach, whereas from Monte Carlo simulation it follows that the stochastic fluctuations drive one of the prey populations into extinction.
Egorov theorems and equidistribution of eigenfunctions for the quantized sawtooth and Baker maps
Eight-shaped Lissajous orbits in the Earth-Moon system
Euler and Lagrange proved the existence of five equilibrium points in the circular restricted three-body problem. These equilibrium points are known as the Lagrange points (Euler points or libration points) . The existence of families of periodic and quasi-periodic orbits around these points is well known (see [20, 21, 22, 23, 37]). Among them, halo orbits are 3-dimensional periodic orbits diffeomorphic to circles. They are the first kind of the so-called Lissajous orbits. To be selfcontained,...
Electromagnetic dynamical systems.
Enhanced cryptography by multiple chaotic dynamics.
Ergodic cobweb chaos.