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Discrete-event dynamic systems

IEEE Transactions on Control Systems Technology, 1999
The supervisory control theory of discrete-event dynamic systems (DEDS), first introduced by Ramadge and Wonham, is based on an automata concept. Given a process, the objective of this theory is to design a supervisor in such a way that the process coupled with the supervisor behaves according to various constraints.
F. Charbonnier, H. Alla, R. David
openaire   +1 more source

Discrete-Time Dynamical Systems

2017
In this chapter, we introduce the two classes of discrete-time dynamical systems that we will focus on in the rest of the book: piecewise affine control systems with polytopic parameter uncertainties and switched linear systems. As particular instantiations of the first class, we define autonomous systems, fixed parameter systems, and combinations of ...
Calin Belta   +2 more
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Discrete Linear Dynamical Systems

2013
The theory of dynamical systems is concerned with describing and studying the evolution of systems over time, where a ‘system’ is represented as a vector of variables, and there is a fixed rule governing how the system evolves. Dynamical systems originate in the development of Newtonian mechanics, and have widespread applications in many areas of ...
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Propagation model of cascading failure based on discrete dynamical system

Reliability Engineering and System Safety, 2021
Yipeng Wu, Zhilong Chen, Xudong Zhao
exaly  

Nonlinear Discrete Dynamical Systems

2001
Most of the dynamics displayed by highly complicated nonlinear systems also appear for simple nonlinear systems. The reader is first introduced to the tent function, which is composed of two straight lines. The graphical method of iteration is introduced using this simple function since the constructions may be easily carried out with graph paper, rule,
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Nonlinear Discrete Dynamical Systems

2012
In this chapter, the basic concepts of nonlinear discrete systems will be presented. The local and global theory of stability and bifurcation for nonlinear discrete systems will be discussed. The stability switching and bifurcation on specific eigenvectors of the linearized system at fixed points under specific period will be presented.
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Linear Discrete Dynamical Systems

2001
To introduce recurrence relations for first-and second-order difference equations. To introduce the theory of the Leslie model. To apply the theory to modeling the population of a single species.
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Periodic Event-Triggered Synchronization for Discrete-Time Complex Dynamical Networks

IEEE Transactions on Neural Networks and Learning Systems, 2022
Sanbo Ding, Zhanshan Wang, Xiangpeng Xie
exaly  

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