Synthesis of invariantly stable discrete uncertain systems |
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| Authors: | I E Zuber |
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| Institution: | 1.St. Petersburg State University,St. Petersburg,Russia |
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| Abstract: | A control of an nth-order discrete system under an external perturbation is considered. The elements of the matrix of the system are functionals
of any nature. The observation matrix is constant and has arbitrary size m × n. A control ensuring the independence of the output σ
k
on the external perturbation ψ
k
is synthesized; moreover,
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$
\sigma _{k + 1} = \beta \sigma _k , 0 < \beta < 1, \sigma _k \in \mathbb{R}^m
$
\sigma _{k + 1} = \beta \sigma _k , 0 < \beta < 1, \sigma _k \in \mathbb{R}^m
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| Keywords: | |
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