Advances in Symbolic and Collective Dynamics
A special issue of Mathematics (ISSN 2227-7390). This special issue belongs to the section "Dynamical Systems".
Deadline for manuscript submissions: closed (31 May 2024) | Viewed by 2826
Special Issue Editors
Interests: dynamical systems; hyperbolic geometry; symbolic dynamics; complex networks; chaos theory; synchronization of chaotic dynamical systems
Interests: nonlinear dynamics; synchronization of dynamical systems; complexity measures; complex networks; nonlinear optimization; multicriteria analysis
Special Issue Information
Dear Colleagues,
The existence of an interaction between dynamical systems can, of course, alters certain determined characteristics of their behaviors. So the study of the coupling of dynamical systems seems to be particularly relevant, namely, the possibility of the emergence of synchronization between these systems. This study can be extended to networks of dynamical systems. In this case, it is interesting to study the resulting global dynamics of the system emerging from the interactions between the local dynamics of the individual elements and the coupling structure and its influence on those emerging global patterns.
This Special Issue aims to promote the exchange of approaches and methods between researchers and to spread recent advances in the development of symbolic dynamics, dynamical networks, and the study of synchronization. It will focus on all aspects of collective phenomena, from qualitative to quantitative points of view. Both theoretical and applied approaches are welcome.
In this Special Issue, we invite authors to present original research articles and to compile state-of-the-art results that can contribute effectively to these specific areas.
Prof. Dr. Clara Gracio
Prof. Dr. Rosário D. Laureano
Guest Editors
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