Results 291 to 300 of about 3,330,411 (337)
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Controllability of linear stochastic systems
Systems & Control Letters, 1982Abstract We discuss several concepts of controllability for stochastic systems and derive sufficient (and in most cases also necessary) algebraic conditions for the controllability of the state and the output of white and colored noise linear systems. These criteria reduce to the well known deterministic ones in the absence of noise.
Wolfgang Kliemann, M Ehrhardt
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System Embedding. Linear Control
Automation and Remote Control, 2001zbMATH Open Web Interface contents unavailable due to conflicting licenses.
V. N. Ryabchenko, V. N. Bukov
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Constraint controllability for linear control systems
Annali di Matematica Pura ed Applicata, 1991This paper presents some relationships among different types of controllability for finite and infinite dimension linear systems. Several authors derived similar results but the framework developed here is claimed to be more general so that other results could be seen as corollaries of the results reported.
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Optimality of linear control systems
IEEE Transactions on Automatic Control, 1972It is shown that every linear system with nondynamic feedback is optimal with respect to a quadratic performance index that includes a cross-product term between the state and control. If the index is further generalized to include derivatives of the control, every (sufficiently smooth) linear finite-dimensional dynamic feedback and feedforward control
Antony Jameson, Eliezer Kreindler
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2014
This chapter gives an exposition of control theory for linear systems with emphasis on items and techniques given in a form appropriate for topics in forthcoming chapters. It introduces problems of reachability and optimal target control under constraints, as well as time-optimal control.
Alexander B. Kurzhanski, Pravin Varaiya
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This chapter gives an exposition of control theory for linear systems with emphasis on items and techniques given in a form appropriate for topics in forthcoming chapters. It introduces problems of reachability and optimal target control under constraints, as well as time-optimal control.
Alexander B. Kurzhanski, Pravin Varaiya
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2008
This chapter starts with basic results on semigroups of linear operators on Banach spaces. Characterizations of the generators of the semigroups due to Hille and Yosida and to Lions are given. Abstract material is illustrated by self-adjoint and differential operators.
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This chapter starts with basic results on semigroups of linear operators on Banach spaces. Characterizations of the generators of the semigroups due to Hille and Yosida and to Lions are given. Abstract material is illustrated by self-adjoint and differential operators.
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Controllability of piecewise linear systems
Systems & Control Letters, 1986The paper gives a necessary and sufficient condition for the local controllability of a discontinuous linear control system. The set of discontinuities is a hyperplane S. The system is defined by two different linear time-independent equations on the two closed halfspaces defined by S.
V W Veliov, Mikhail Krastanov
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1996
For linear systems the problems of time optimality, controllability, observability, and the problem of constructing observers of different type are treated.
V. B. Kolmanovskii +2 more
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For linear systems the problems of time optimality, controllability, observability, and the problem of constructing observers of different type are treated.
V. B. Kolmanovskii +2 more
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Decentralized control of linear multivariable systems
Automatica, 1975Abstract This paper studies the effects of decentralized feedback on the closed-loop properties of jointly controllable, jointly observable k-channel linear systems. Channel interactions within such systems are described by means of suitably defined directed graphs.
A. S. Morse, J. P. Corfmat
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The control of linear systems. Controllability.
1986Within control and system theory the fundamentally important concept of controllability arose naturally during the early development of optimal control theory in the late 1950’s and was discovered independently by a number of mathematicians and engineers in the United States and the Soviet Union.
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