Investigation of observability property of controlled binary dynamical systems: a logical approach

G. Oparin, V. Bogdanova, A. A. Pashinin
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Abstract

The property of observability of controlled binary dynamical systems is investigated. A formal definition of the property is given in the language of applied logic of predicates with bounded quantifiers of existence and universality. A Boolean model of the property is built in the form of a quantified Boolean formula accordingly to the Boolean constraints method developed by the authors. This formula satisfies both the logical specification of the property and the equations of the binary system dynamics. Aspects of the proposed approach implementation for the study of the observability property are considered. The technology of checking the feasibility of the property using an applied microservice package is demonstrated in several examples.
受控二元动力系统的可观测性研究:一种逻辑方法
研究了受控二元动力系统的可观测性。用有界量词存在性和普适性的谓词应用逻辑语言给出了该性质的形式化定义。根据作者提出的布尔约束方法,以量化布尔公式的形式建立了该特性的布尔模型。该公式既满足性质的逻辑说明,又满足二元系统动力学方程。考虑了该方法在可观测性研究中的实施问题。通过几个实例演示了使用应用微服务包来检查属性可行性的技术。
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