http://www.ee.cityu.edu.hk/~gchen/zip/Euler.pdf

http://chronicle.com/news/article/4134/whats-up-doc-german-law-bars-american-phds-from-calling-themselves-doctor http://www.washingtonpost.com/wp-dyn/content/article/2008/03/13/AR2008031304353.html

In this paper, a periodic parameter-switching scheme is proposed for synthesizing a large class of hyperbolic attractors of continuous-time and autonomous dissipative chaotic systems depending linearly on a single real bifurcation parameter. It is illustrated by numerical simulations that a wide range of hyperbolic attractors can be obtained by this new scheme. The scheme can also be considered as an effective way for control and anticontrol of chaos.

New Mathematics Journals from Springer - Free Access, October 2007 Visit us at springer.com http://springer.r.delivery.net/r/r?2.1.Ee.2Tp.1bwbl9.BvkUum..N.Dt5M.2sOq.TbKFBM00 - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - Dear SpringerAlerts Subscriber, We know that you like to keep up with the latest content Springer is publishing in the field of mathematics. Therefore, we'd like to give a brief overview of latest new journals in Springer's

Nonlinear Biomedical Physics Editor-in-Chief: Zbigniew Czernicki (Poland) Wlodzimierz Klonowski (Poland) and Larry Liebovitch (United States) We are pleased to announce the recent launch of Nonlinear Biomedical Physics . Nonlinear Biomedical Physics is an open access , peer-reviewed journal that publishes high-quality articles about nonlinear systems and processes in biology and medicine. Nonlinear, fast and reliable methods for analyzing noisy and

In this paper we present a simple algorithm that allows the control and anticontrol of chaos. Considering two identical chaotic dynamical systems wich evolve for different control parameter values, the value of the first system state variables is modified to gain the corresponding value of the second system in order to bring near the two trajectories. Thus, the behavior of the first system is adapted to that of the second one. Three examples are

The problem of numerically approximating a class of dynamical systems with discontinuous state variables by forward Euler method for differential inclusions, viewed as dynamical systems, is discussed in this paper. It is shown that such discontinuous initial value problems may be transformed into set-valued problems and then approximated by special numerical methods for differential inclusions which may be viewed as (ideally continuous) dynamical