Complete Controllability and Complete Constructive Identifiability of Completely Regular Differential-Algebraic Delay Systems

A. V. MetePskii; S. A. Minyuk

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Complete Controllability and Complete Constructive Identifiability of Completely Regular Differential-Algebraic Delay Systems

机译：完全正则微分-代数时滞系统的完全可控性和完全可构造性

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In the present paper, we study the dual problems of complete controllability and complete constructive identifiability of autonomous differential-algebraic delay systems [1-7]. We develop constructive methods for solving these problems. For completely regular systems, we prove parametric criteria, write out a continuous reconstruction operator, and suggest a procedure for computing a damping control.

机译：在本文中，我们研究了自治微分-代数时滞系统的完全可控性和完全构造可识别性的双重问题[1-7]。我们开发了建设性的方法来解决这些问题。对于完全规则的系统，我们证明参数标准，写出连续的重构算子，并提出计算阻尼控制的程序。

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《Differential equations: A translation of differensial'nye uraveniya》 |2007年第3期|共17页
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A. V. MetePskii; S. A. Minyuk;
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专利

1. Complete Controllability and Complete Constructive Identifiability of Completely Regular Differential-Algebraic Delay Systems [J] . A. V. MetePskii, S. A. Minyuk Differential equations: A translation of differensial'nye uraveniya . 2007,第3期

机译：完全正则微分-代数时滞系统的完全可控性和完全可构造性
2. Synthesis of Damping Controllers for the Solution of Completely Regular Differential-Algebraic Delay Systems [J] . Metelskii A. V., Khartovskii V. E. Differential equations: A translation of differensial'nye uraveniya . 2017,第4期

机译：完全常规差分代数延迟系统解决方案的阻尼控制器的合成
3. A Criterion of Constructive Identifiability and Complete Controllability of Linear Stationary Systems of Neutral Type [J] . A. V. Metelskii, S. A. Minyuk Journal of Computer and Systems Sciences International . 2006,第5期

机译：中立型线性平稳系统的构造可辨识性和完全可控性的判据
4. H#x221E; output feedback controller based on complete quadratic Lyapunov-Krasovskii functional for time delay systems [C] . Uchimura Yutaka, Minagawa Daiki 2013 IEEE International Conference on Mechatronics . 2013

机译：基于完整二次Lyapunov-Krasovskii函数的时滞系统H∞输出反馈控制器
5. Cluster treatment of characteristic roots, CTCR, a unique methodology for the complete robustness analysis of linear time invariant multiple time delay systems against delay uncertainties. [D] . Sipahi, Rifat. 2005

机译：群集处理特征根，CTCR，一种独特的方法，可以针对时延不确定性对线性时不变多次时滞系统进行完整的鲁棒性分析。
6. Complete unconscious control: Using (in)action primes to demonstrate completely unconscious activation of inhibitory control mechanisms [O] . Justin Hepler, Dolores Albarracin -1

机译：完全无意识的控制：使用（无用）灌注来证明完全无意识地激活抑制性控制机制
7. Pointwise Completeness and Controllability by Linear Delay Feedback(Mathematical Theory of Control and Systems) [O] . Nakagiri Shin-ichi 1983

机译：线性延迟反馈的逐点完备性和可控制性（控制和系统数学理论）
8. Complete Inference System for Regular Processes with Silent Moves [R] . Bergstra, J. A., Klop, J. W. 1984

机译：具有静音移动的常规过程的完整推理系统

Complete Controllability and Complete Constructive Identifiability of Completely Regular Differential-Algebraic Delay Systems

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