Algebraic interpretations of the spectral controllability of a linear delay system

Hugues Mounier

doi:10.1515/forum-1998-100104

July 1, 1998Forum Mathematicum

Algebraic interpretations of the spectral controllability of a linear delay system

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Key Points

A clear algebraic characterization enhances understanding of spectral controllability in linear delay systems.
The framework allows for precise comparisons of different notions in spectral controllability across studies.
Interpretations of existing results contribute to the broader understanding of control theory in delayed systems.
Module theoretic approaches provide a new perspective on traditional controllability concepts.

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Implication

This analysis presents a general characterization of spectral controllability in linear delay systems, highlighting various frameworks.

Abstract

Interpretations of several existing results on spectral controllability of a linear delay system are given. A general characterization in a recently proposed module theoretic framework is presented. This setting enables a clear and precise comparison of the various examined notions.

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Hugues Mounier (1998) studied this question.

synapsesocial.com/papers/68af66dfad7bf08b1eae62bf https://doi.org/10.1515/forum-1998-100104

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Algebraic interpretations of the spectral controllability of a linear delay system

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Implication

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Algebraic interpretations of the spectral controllability of a linear delay system

Key Points

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Implication

Abstract

Discussion

Cite This Study

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