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International Journal of Control, 1985
The parametric linear quadratic (PLQ) control problem is considered for discrete-time stochastic systems. The control problem consists of a non-linear optimization problem in the parameters of a linear regulator. Results on global convergence and on rate of convergence are given for the linear-descent mapping method for solving the optimal regulator ...
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The parametric linear quadratic (PLQ) control problem is considered for discrete-time stochastic systems. The control problem consists of a non-linear optimization problem in the parameters of a linear regulator. Results on global convergence and on rate of convergence are given for the linear-descent mapping method for solving the optimal regulator ...
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CSIC-Departamento de Medio Ambiente y Agronomía (MA-INIA)
Santos,Alicia +3 more
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Santos,Alicia +3 more
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2019
Conditions on the powers p, q and dimension of the space, n, are given so that. if they are satisfied, then the lp -L,-estimates hold for the solution of the Cauchy problem for the second order hyperbolic equa??tions with constant coefficients.
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Conditions on the powers p, q and dimension of the space, n, are given so that. if they are satisfied, then the lp -L,-estimates hold for the solution of the Cauchy problem for the second order hyperbolic equa??tions with constant coefficients.
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LQ Control under Security Constraints
2013In this paper, a LQ optimal control problem in considered under several security constraints. The security constraints depend on the information gathered by an adversary making partial noisy measurements of the state. Control sequences are designed to drive the system to a specified terminal state while minimizing a quadratic cost and satisfying bounds
Waseem A. Malik +2 more
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2020
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???????????????? ???????????? ???? ?????????????? ???????????? ???????????????????????????? ???????????????????????? ?????????????? B??p,?? ?????????????????????????? ?????????????? ???????????? ???????????????????? ?? ???????????????????????? Lq ?????? 1???p,q??????.
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The LQ controller problem: an example
IMA Journal of Mathematical Control and Information, 1994openaire +2 more sources