Connective stability for large scale systems described by functional differential equations

R Shigui

doi:10.1109/9.390

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Connective stability for large scale systems described by functional differential equations

Journal article

Peer reviewed

Connective stability for large scale systems described by functional differential equations

R Shigui

IEEE transactions on automatic control, Vol.33(2), pp.198-200

1988-02

DOI: https://doi.org/10.1109/9.390

Abstract

Books

Differential equations

Erbium

Large-scale systems

Mathematics

Stability analysis

Sufficient conditions

The decomposition-aggregation method, the comparison principle, and vector Lyapunov functionals are used to investigate the stability of large-scale systems described by functional differential equations under structural perturbations. Some sufficient conditions are given so that the zero solution is connectively and uniformly asymptotically stable. An example to illustrate the main results is given.< >

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Citation topics: 4 Electrical Engineering, Electronics & Computer Science; 4.29 Automation & Control Systems; 4.29.30 Linear Matrix Inequalities
Web Of Science research areas: Automation & Control Systems; Engineering, Electrical & Electronic
ESI research areas: Engineering

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Details

Title: Connective stability for large scale systems described by functional differential equations
Creators: R Shigui - Dept. of Math., Huazhong Normal Univ., Wuhan, China
Publication Details: IEEE transactions on automatic control, Vol.33(2), pp.198-200
Publisher: IEEE
Language: English
Resource Type: Journal article
Record Identifier: 991031613973102976