On the problem of control-observation with a finite informational set / Loginov MI // . - 1999. - V. , l. . - P. 161-163.

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Type:
Proceedings Paper
Abstract:
In the problems of control-observation, as a rule, the indeterminacy is such that the corresponding informational sets are convex, which gives the possibility to use the powerful apparatus of convex analysis. The paper deals with the problem of control constructing in a multistage system where the set of initial states consists of finite number of points, the proper initial state is unknown and on each step the signal is observed, which may; differ from the ``real{''} motion by the value of mistake. At each moment the mistakes are geometrically restricted. The peculiarity of the problem with finite informational set is that the control on each step must be constructed with the increasing of Chebyshev radius. Such kinds of problems may appear in the process of ``training{''} of the neural-like systems. During this process such tuning of the system parameters is making which gives the opportunity to recognize one of the finite numbers of possible images. Copyright (C) 1998 IFAC.
Author keywords:
control-observation; nonlinear systems; discrete informational set; image recognition; neural networks
DOI:
нет данных
Web of Science ID:
ISI:000081223000028
Соавторы в МНС:
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Editor Batukhtin, VD and Kirillova, FM and Ukhobotov, VI
Booktitle NONSMOOTH AND DISCONTINUOUS PROBLEMS OF CONTROL AND OPTIMIZATION (NDPCO'98)
Note IFAC Workshop on Nonsmooth and Discontinuous Problems of Control and Optimization (NDPCO 98), CHELYABINSK, RUSSIA, JUN 17-20, 1998
Organization Int Federat Automat Control, Tech Comm Opt Control; IFAC Tech Comm Control Design; IFAC Tech Comm Nonlinear Syst; Russian Fdn Fundamental Investigat; Russian Natl Comm Automat Control; Belarus Natl Assoc Automat Control; Chelyabinsk State Univ
Publisher ELSEVIER SCIENCE BV
Address SARA BURGERHARTSTRAAT 25, PO BOX 211, 1000 AE AMSTERDAM, NETHERLANDS
Language English
ISBN 0-08-043237-9
Research-Areas Automation \& Control Systems; Mathematics; Mechanics
Web-of-Science-Categories Automation \& Control Systems; Mathematics, Applied; Mechanics
Number-of-Cited-References 12
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Usage-Count-Since-2013 4
Doc-Delivery-Number BN23X