A model calculation is presented to characterize the anomalous cross field transport of
electrons in a Hall thruster geometry. The anomalous nature of the transport is attributed to …

In this letter we consider the phase diffusion of a harmonically driven undamped pendulum
and show that it is anomalous in the strong sense. The role played by the fractal properties …

The present study examines static complexity of assembly supply chains (ASCs). While
static complexity describes the structure of the supply chain, the number and the variety of its …

Abstract The E× B electron drift instability, present in many plasma devices, is an important
agent in cross-field particle transport. In presence of a resulting low frequency electrostatic …

We employ statistical properties of Poincaré recurrences to investigate dynamical behaviors
of coupled Hamiltonian maps with a mixed phase space, where sticking to regular (or …

The distribution of finite time observable averages and transport in low dimensional
Hamiltonian systems is studied. Finite time observable average distributions are computed …

In this chapter we discuss the dynamics of particles advected in regular anacfiaoticflows. We-
first aaaress thedynamics of point vortices anasfiow the great variet)'of the d)'namics of three …

Sticking properties of KAM islands in the phase space of low-dimensional Hamiltonian
systems are investigated using distributions of finite-time average of a specific observable …

L'application standard (1) est un modele canonique dans le domaine des systemes
dynamiques [1]. On la retrouve dans des contextes physiques variés comme l'interaction …

In this chapter we consider using complexity function as proposed by V. Afraimovich to
detect the presence of regularity in a priori chaotic systems. When dealing with systems in …