Results 271 to 280 of about 1,232,717 (325)
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IEEE Transactions on Cybernetics, 2020
This article studies the containment control problem for a group of linear systems, consisting of more than one leader, over switching topologies. The input matrices of these linear systems are not required to have full-row rank and the switching can be ...
Cong Zhang +4 more
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This article studies the containment control problem for a group of linear systems, consisting of more than one leader, over switching topologies. The input matrices of these linear systems are not required to have full-row rank and the switching can be ...
Cong Zhang +4 more
semanticscholar +1 more source
State transition matrix approximation with geometry preservation for general perturbed orbits
Acta Astronautica, 2011Yuichi Tsuda
exaly +2 more sources
Learning Fuzzy Automaton’s Event Transition Matrix When Post-Event State Is Unknown
IEEE Transactions on Cybernetics, 2020Compared to other system modeling techniques, the fuzzy discrete event systems (FDESs) methodology has the unique capability of modeling a class of event-driven systems as fuzzy automata with ambiguous state and event-invoked state transition.
H. Ying, F. Lin
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State and covariance extrapolation from the state transition matrix
Proceedings of the IEEE, 1971A computational method is proposed for evaluating the function Φ(T)=eATfor a constant n×n matrix A, using only n-2 matrix multiplications, and also for computing the related integral V(t) = ∫ 0 tΦ(τ)QΦ'(τ)dτ by a recurrence relation.
J.S. Frame, M.A. Needler
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On the evaluation of the state transition matrix
Proceedings of the IEEE, 1969The relation between the matrix corresponding to the Wronskian and the state transition matrix has been utilized to obtain a closed form of the latter in terms of roots of the-characteristic equation. The method is applicable to linear stationary systems with distinct roots.
B. Roy +3 more
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Efficient calculation of the discrete state transition matrix
Proceedings of the IEEE, 1979A simple direct numerical procedure is shown for the evaluation of the discrete state transition matrix of linear time-invariant systems with a prescribed accuracy. The procedure uses a power-series expansion and checks the accuracy of the elements of the truncated series in the course of computation by using a relative error criterion.
M.M. Milic, M.V. Gmitrovic
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IEEE Transactions on Systems, Man, and Cybernetics: Systems
Disturbance decoupling is one of the fundamental problems in control systems. This article addresses the original disturbance decoupling problem of singular Boolean networks (SBNs) from a new point of view.
Rong Zhao, Jun-e Feng, Biao Wang
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Disturbance decoupling is one of the fundamental problems in control systems. This article addresses the original disturbance decoupling problem of singular Boolean networks (SBNs) from a new point of view.
Rong Zhao, Jun-e Feng, Biao Wang
semanticscholar +1 more source
Formal semantics of extended hierarchical state transition matrix by CSP
ACM SIGSOFT Software Engineering Notes, 2012The Extended Hierarchical State Transition Matrix (EHSTM) is a table-based modeling language frequently used in industry for specifying behaviors of a system. However, assuring correctness, i.e., having a design satisfy certain desired properties, is a non-trivial task.
Yoriyuki Yamagata +5 more
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Analysis of SCR Circuits Via Augmented State Transition Matrix
IFAC Proceedings Volumes, 1977Abstract A method for determining the value of the forced response, free motion, mean value and harmonic coefficients of a linear timeinvariant dynamic system with canonical input is proposed. This method consists in the numerical computation of a particular augmented state system. When the input variable is canonical and periodic, the initial state
G. Ciccarella, A. de Carli, M. la Cava
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