Special issue on hybrid systems: theory and applications a brief introduction to the theory and applications of hybrid systems

By Panos J. Antsaklis. Proceedings of the IEEE, 2000

354 citations recorded by the source corpus.

Subfields: Computational Theory and Mathematics, Hardware and Architecture

View Paper: https://www.semanticscholar.org/paper/b6c28b8b7c92795b2caaa8b3c0a52eb23703bd53

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Citations in the corpus

Dynamic programming for constrained optimal control of discrete-time linear hybrid systems (2005, background): “Mode transitions are triggered by variables crossing specific thresholds (state events), by the lapse of certain time periods (time events), or by external inputs (input events) (Antsaklis, 2000).”
Constrained Optimal Control of Linear and Hybrid Systems (2003, background): “Hierarchical systems constituted by dynamical components at the lower level, governed by upper level logical/discrete components [6, 130, 41, 103, 39] are hybrid systems.”
Delay independent stability of linear switching systems with time delay (2008, background): “Examples include the control of manufacturing systems [1, 2], communication networks, traffic control [3, 4, 5], chemical processing [6] and automotive engine control and air craft control [7].”
Exponential H∞ filtering for switched linear systems with interval time‐varying delay (2009, background): “First of all, many engineering systems can be represented by switched systems, such as networked control systems (NCS) [5, 6], traffic control [7], automotive engine control and aircraft control [8].”
Stability of a class of linear switching systems with time delay (2006, background): “Examples include the control of manufacturing systems [2], [3], communication networks, traffic control [4]–[6], chemical processing [7] and automotive engine control and aircraft control [8].”
Predictive Control for Linear and Hybrid Systems (2017, background): “Today, there is a widespread agreement in defining hybrid systems as dynamical systems that switch among many operating modes, where each mode is governed by its own characteristic dynamical laws, and mode transitions are triggered by variables crossing specific thresholds (state events), by the lap”
Consensus of Hybrid Multi-Agent Systems (2015, neutral): “As a class of classic hybrid systems, switched sys tems have received a major research [21].”
Hybrid Model Predictive Control Application Towards Optimal Semi-Active Suspension (2005, background): “…‘‘modes’’) are associated with different discrete states and discrete inputs, and mode transitions (or ‘‘switches’’) are triggered by variables crossing specific thresholds (state events), by the elapse of certain time periods (time events), or by external decisions (input events) (Antsaklis 2000).”