Главная страница
russian   english
16+
<< back

Title of Article

PROPERTIES OF PERMUTATION AND QUASI-PERMUTATION STRATEGIES OF DISCRETE CONTROL SYSTEMS


Issue
 
Date

Article type
scientific article
UDC
519.21
Pages
190-197
Keywords
 


Authors
R¤RµRґRѕS‚RєReRЅ Rњ.Rђ.
RќReR¶RµRіRѕSЂRѕRґSЃRєReR№ RіRѕSЃSѓRЅReRІRµSЂSЃReS‚RµS‚ ReRј. Rќ.R?. R›RѕR±R°S‡RµRІSЃRєRѕRіRѕ


Abstract
As a rule, it is possible to construct an adequate probabilistic model (W, в„±, P(в€™))for a statistically stable experiment (control system) Р­ only in simple cases. To solve this problem for the experiment Р­ of a complex structure, an approach has been suggested in [1] which is based on a parametric set U with elements u and a family {(W, в„±, P u (в€™)): u ГЋ U } of probabilistic models. A difficult optimization problem arises here: to choose by some criterion from the family {(W, в„±, P u (в€™)): u ГЋ U } in some cases, an adequate model for the experiment Р­, and, in other cases, a target model for this experiment [2пЂ­-4]. Using notation and results from [1], the article considers the problem for a class of permutation and quasi-permutation strategies.

File (in Russian)