Advances in Complex Systems and Their Control Principles
A special issue of Mathematics (ISSN 2227-7390). This special issue belongs to the section "C2: Dynamical Systems".
Deadline for manuscript submissions: closed (31 August 2024) | Viewed by 3553
Special Issue Editors
Interests: control of vehicles and blimps modeling; identification and control of autonomous robots
Interests: nonlinear state estimation and observer/controller design; set invariance; Takagi-Sugeno fuzzy modeling; time-delay and sampled data systems; fault diagnosis and fault tolerant control of nonlinear systems; application on vehicles and motorcycles dynamics
Special Issue Information
Dear Colleagues,
The evolution of the industrial world and the needs of contemporary consumer society has led to increased attention being given to physical and biological system dynamics. For example, system–system and human–system interactions introduce complexity and ingenuity in the dynamic modeling of interactions and control design. Subject to some constraints, our transportation modes and our security requirements are evolving. Our way of communication is also evolving, and even the satisfaction of our well-being is impacted by the evolution of the environment and its complexity. Hence, advances in complex systems and their control principles, as an open research domain, can help us to answer further societal needs and future industrial orientations in terms of transportation, communication and health. In interaction with static or dynamic environments, these advances require the construction of relevant mathematical models and control algorithms with more elaborated measurement prediction for system states that integrate data fusion and optimization.
The main objectives of this Special Issue will focus on the dynamic behavior and stability of complex systems based on finite and infinite dimensional dynamics and their interaction. Known or unknown dynamic environments that affect complex system stability and transition are within the scope.
We invite authors to contribute research articles addressing significant issues and contributing to control principles with advancements in complex systems and their interaction. We welcome contributions in all domains that permit the emphasis of mathematical and numerical aspects while control principles are required.
Dr. Lotfi Beji
Dr. Dalil Ichalal
Guest Editors
Manuscript Submission Information
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Keywords
- finite and infinite dimensional dynamics
- dynamical systems and environment
- large-scale systems
- control principles
- systems in interaction for health
- systems in interaction for production
- systems in interaction for rescue
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