International Journal of Physics
Special Issue Call for Papers
Special Issue on
Simulation of Non-Linear dynamics and Complexity
To explore various new methodologies for the analysis of nonlinear dynamics and their relevance in the understanding of real complex world. Because now a days the domain of complexity is very very wide it encompasses fluids, nonlinear optical systems, electronic circuits, plasma physics, nano oscillators, biophysics systems and what not. So it has become very much crucial to have an outlook of the present day scenario in this field. Also it may be pointed out that nonlinear dynamics governs both dynamical systems as well as wave like phenomena. Furthermore the role of topological and differential techniques which have been adopted not long ago are to be examined in the new light. So, in fact, we do have two different aspects of the study of simulation - one is the search for new methods to make them more error free and powerful and other is the application to different new phenomenon. One may add that even after so many years of study on complex systems, many key ideas as formulated by pioneers like Poincare, Lyapunov are still not being effectively used. So it seems there is some gap between the theory and its application. The present issue will encourage researcher to venture out with newer techniques for the analysis of new horizons of non-linear dynamics.
About the issue
The topics of this special issue include, but are not limited to:
- 1)Numerical Methodologies
- 2)Experimental, computational and theoretical aspects of bifurcations, chaos and complexity.
- 3)Fractals cellular and nonlinear dynamical network of biological, economic, engineering, fluid dynamics, neural, physical, social and other complex systems.
- 4)High precision experimental observation of nonlinear phenomena in many different natural and man-made systems arising in a variety of conventional disciplines.
- 5)Novel and powerful analytical mathematical methods to treat functional recursion relations, to solve certain nonlinear partial differential equations or to describe complex geometrical structures arising in chaotic systems.
Submission Deadline: January 17, 2014
Notification of Acceptance: April 2014
Final Version Due: May 2014
Special Issue Publishing Date: June, 2014
Chief Guest Editor
Prof. Asesh RoyChowdhury
Dept. of Physics, Jadavpur University, Kolkata-700032, India
Prof. Jürgen Kurths
Potsdam Institute for Climate Impact Research, Head of Research Domain Transdisciplinary Concepts & Methods, Humboldt-Universitat zu Berlin, Head of Nonlinear Dynamics
Prof. Nicoletta Sala
Università della Svizzera Italiana,Switzerland
Submit your article now
If you would like to submit an article to this special issue, please send your submissions via email directly to our guest editor, Prof. Asesh RoyChowdhury <email@example.com>