Organizational Commitment in the Light of Chaos Theory CareersThe aim article was to study organization-al commitment with framework chaos theory careers. The main research question concerned roles feedback and encouragement. data gathered five social health sector IT-sector organiza-tions by group interviews analysed abductive content analyses. results showed importance connecting individual c...

In atomic nuclei, ordered and chaotic states generally coexist. In this paper the transition from ordered to chaotic states will be discussed in the framework of roto–vibrational and shell models. In particular for 160Gd, in the roto–vibrational model, the Poincarè sections clearly show the transition from order to chaos for different values of rotational frequency. Furthermore, the spectral st...

In the 60’s Shapley provided an example of a two player fictitious game with periodic behaviour. In this game, player A aims to copy B’s behaviour and player B aims to play one ahead of player A. In this paper we continue to study a family of games which generalize Shapley’s example by introducing an external parameter, and prove that there exists an abundance of periodic and chaotic behavior w...

In this article, we extend the theory of multiplicative chaos for positive definite functions in R of the form f(x) = λ ln T |x| + g(x) where g is a continuous and bounded function. The construction is simpler and more general than the one defined by Kahane in 1985. As main application, we give a rigorous mathematical meaning to the Kolmogorov-Obukhov model of energy dissipation in a turbulent ...

Abstract. In this paper an adaptive sliding mode controller is presented for a class of master-slave chaotic synchronization systems with uncertainties. The concept of extended systems is used such that continuous control input is obtained using a sliding mode design scheme. By comparing with the results in the existed literatures, the results show that the master-slave chaotic systems with unc...

This article addresses control for the chaos synchronization of hyperchaotic Chen system with five uncertain parameters. Based on the Lyapunov stability theory, an adaptive control law is derived to make the states of two identical hyperchaotic Chen systems asymptotically synchronized. Finally, a numerical simulations is presented to show the effectiveness of the proposed chaos synchronization ...

where a and b are bifurcation parameters. In the paper “Some Open Problems in Chaos Theory and Dynamics” [4], the following problem was formulated: Find regions in the a–b plane in which the map (1) is bounded and chaotic in the rigorous mathematical definition of chaos and boundedness of attractors. In the present paper, the boundedness of the attractors of the map (1) is studied and the corre...

We combine the globally exponentially attractive set with the iterative theory to discuss the boundedness of a Lorenz-Stenflo chaotic system. Firstly, We get a exponentially attractive set for this system. Then, we use iterative theory to get a refined boundedness for this system. Finally, the boundedness for y, z is applied to chaos synchronization. Numerical simulations are presented to show ...

This paper describes the security weakness of a recently proposed secure communication method based on discrete-time chaos synchronization. We show that the security is compromised even without precise knowledge of the chaotic system used. We also make many suggestions to improve its security in future versions.

In this paper, an effective sliding mode design is applied to chaos synchronization. The proposed controller can make the states of two identical modified Chua’s circuits globally asymptotically synchronized. Numerical results are provided to show the effectiveness and robustness of the proposed method. Keywords—Sliding mode, Chaos synchronization, Modified Chua’s circuit.