Special Issue on: "Modelling and Simulation of Chaotic Processes"
Dr. Ahmad Taher Azar, Benha University, Egypt
Prof. Sundarapandian Vaidyanathan, Vel Tech University, India
Chaotic processes are dynamical systems arising in the engineering modelling of various processes that are highly sensitive to initial conditions. Chaotic processes also include as a special case hyperchaotic processes, which are chaotic systems having at least two positive Lyapunov exponents. Thus, hyperchaotic processes have very complex dynamical behaviour which can be used to improve the security of a chaotic communication system. Hence, the theoretical design and circuit realisation of various hyperchaotic signals have become important research topics in recent years.
This special issue aims at presenting the latest developments, trends, research solutions and applications of chaotic and hyperchaotic processes with special emphasis on modelling and simulation of the processes in real-world applications which give rise to chaotic behaviour. Business, ecological and biological processes exhibiting chaotic behaviour will also be studied in this special issue. Various applications of chaotic processes to fields such as secure communication, data encryption with special emphasis on simulation and process modelling will also explored.
We invite researchers to contribute original research articles and review articles that will stimulate continuing efforts to improve the current state of art in the aforementioned fields.
Suitable topics include, but are not limited, to the following:
- Chaos modelling and encryption
- Cryptosystems using chaos theory
- Time-delay chaotic systems and bifurcation analysis
- Fractional order system identification and optimisation
- Fractional order modelling of physical and bioengineering systems
- Fractional order nonlinear circuits and systems
- Hyperchaotic systems
- Memristive modelling and applications
- Memristive nonlinear circuits and systems
- Modelling and simulation of:
- Bio-inspired chaotic systems
- Biological chaotic systems
- Boolean chaotic systems
- Business chaotic systems
- Chaotic attractors in nonlinear optics and lasers
- Chemical chaotic reactors
- Mechanical chaotic systems
- Secure communication using chaos theory
- Software and hardware encryption and steganography applications
- Text-, image- and video-based chaotic encryption
Notes for Prospective Authors
Submitted papers should not have been previously published nor be currently under consideration for publication elsewhere. (N.B. Conference papers may only be submitted if the paper has been completely re-written and if appropriate written permissions have been obtained from any copyright holders of the original paper).
All papers are refereed through a peer review process.
All papers must be submitted online. To submit a paper, please read our Submitting articles page.
Submission deadline for manuscripts: 31 December, 2017
Notification to authors: 28 February, 2018
Final versions due: 31 March, 2018