Minimal Laplacian controllability problems of threshold graphs

Shun-Pin Hsu

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Minimal Laplacian controllability problems of threshold graphs

机译：阈值图的最小拉普拉斯可控性问题

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摘要

This study is concerned with the minimal controllability problem of a connected threshold graph following the Laplacian dynamics. The goal is to find the minimum number of controllers and a small set of vertices for the controllers to connect to render th

机译：这项研究涉及遵循拉普拉斯动力学的连接阈值图的最小可控性问题。目标是找到最少数量的控制器和一小组用于连接控制器渲染顶点的顶点

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来源
《Control Theory & Applications, IET》 |2019年第11期|1639-1645|共7页
作者
Shun-Pin Hsu;
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作者单位

National Chung Hsing University Taiwan;

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原文格式 PDF
正文语种 eng
中图分类
关键词
graph theory; Laplace equations; eigenvalues and eigenfunctions; matrix algebra; controllability; network topology;

机译：图论拉普拉斯方程特征值和特征函数;矩阵代数可控性网络拓扑结构;

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机译：阈值图的拉普拉斯可控性类
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机译：用k主要无特征拉普拉斯特征值表征阈值图
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Minimal Laplacian controllability problems of threshold graphs

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