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- Article name
- FORMALIZATION OF DYNAMICAL SYSTEMS OF MINIMAL DIMENSION
- Authors
- Kostenko V. A., , Varnick70@yandex.ru, Moscow Aviation Institute (National Research University), Moscow, Russia
Volkov V. V., , Volovon@yandex.ru, Military Academy of the Strategic Missile Forces named after Peter the Great, Moscow region, Balashikha. Russia
Kuznetsov V. I., , vi_kuznetsov@bk.ru, Military Academy of the Strategic Missile Forces named after Peter the Great, Moscow region, Balashikha, Russia
- Keywords
- basis / measurement / model / observability / principle / system / state / formalization / function
- Year
- 2025 Issue 1 Pages 35 - 39
- Code EDN
- LKXVGH
- Code DOI
- 10.52190/1729-6552_2025_1_35
- Abstract
- The article presents the formulation of the problem of formalizing a model of states of minimal dimension and an algorithm for forming a phase vector based on the principles of formalization of state models. The statement about the formation of a phase vector with a minimum set of phase variables having the maximum possible formal relationships with the measured functions is formulated and proved.
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