In this paper we prove numerically, via computer graphic simulations and specific examples, that switching the control parameter of a dynamical system belonging to a class of dissipative continuous dynamical systems, one can obtain a stable attractor. In this purpose, while a fixed step-size numerical method approximates the solution of the mathematical model, the parameter control is switched every few integration steps, the switching scheme being

City University of Hong Kong aims to recruit 200 more scholars in various disciplines including science, engineering ... http://danca.rist.ro/temp/Recruitment_CityU.jpg

Cambridge-based researchers provide new evidence that the human brain lives "on the edge of chaos", at a critical transition point between randomness and order. The study provides experimental data on an idea previously fraught with theoretical speculation. http://www.sciencedaily.com/releases/2009/03/090319224532.htm

Dear Colleague, At Petru Maior University of Tg. Mures, Romania, on 6-8.June.2010 (probably will be on two days in this period) will be held an international workshop entitled “From Natural Computing to Self-Organizing Complex Systems “. You are invited to participate at this event. Please announce your intention of participation ASAP, until at most 16.April.2009. Specify in few keywords your research interests, please submit a short CV or indicate

Dear Colleagues and Students, If you received this e-mail in error, please forward it to the appropriate department at your institution. This is a recruitment solicitation regarding graduate assistanship programs at the University of Bridgeport. If you wish to unsubscribe from future e-mails, please follow the unsubscribe link at the bottom of this e-mail message. I know that there are many outstanding students, like you, interested in coming to

The Third International Conference on Dynamics, Vibration and Control 12-14 May 2010, Hangzhou, China (ICDVC-2010) http://saa.zju.edu.cn/icdvc2010/ Aims and Scope: Dynamics, vibration and control are among the most active scientific frontiers in sciences and engineering in recent years, and ICDVC-2010 is devoted to this important research areas. The aim of ICDVC-2010 is to bring together the international leading scientists of dynamics, vib- ration

Please find below information regarding the forthcoming Chaotic Modeling and Simulation International Conference (CHAOS2009, June 1-5, 2009, Chania, Crete, Greece). Sincerely CHAOS2009 Secretariat secretariat@chaos2009.net www.chaos2009.net 1. A Conference Poster is available at: http://www.chaos2009.net/scientificcommittee/poster.html http://www.chaos2009.net/images/PosterCHAOS2009Conference1.pdf Keynote Talks appear at: http://www.chaos2009.net/keynotetalks.html

Trends in Bifurcation Analysis: Methods and Applications Milan, Italy, June 3-5, 2009. International workshop jointly organised by: SICC - Italian Society for Chaos and Complexity, and DEI, Politecnico di Milano, Italy, Deadline for abstracts submissions is February 28, 2009 Nonlinear dynamical systems are ubiquitous in science and engineering, and bifurcation theory provides, by far, the strongest methods for the investigation of their dynamics.

The 5th International Conference on Natural Computation (ICNC'09) and the 6th International Conference on Fuzzy Systems and Knowledge Discovery (FSKD'09) will be held from 14 to 16 August 2009, in Tianjin, China. We cordially invite you to submit a paper(s) and/or organize an invited session. Due to numerous requests, the submission deadline is extended to 10 March 2009. Selected best papers will appear in SCI-indexed journal(s), such as the Soft

The study of uniqueness of solutions of discontinuous dynamical systems has an important implication: multiple solutions to the initial value problem could not be found in such real dynamical systems; the (attracting or repulsive) sliding mode is inherently linked to the uniqueness of solutions. In this paper a strengthened Lipschitz-like condition for di¤erential inclusions and a geometrical approach for the uniqueness of solutions for a class