高级检索
在线提交
 
标题：On a conjecture about the norm of Lyapunov mappings
作者：Feng, Jun-E ;Lam, James ;Yang, Guowu ;Li, Zhao
作者机构：[Feng, Jun-E ] School of Mathematics, Shandong University, Jinan; 250100, China;[Yang, Guowu ] School of Computer Science and Engineering, University 更多
通讯作者：Feng, Jun-E
来源：Linear Algebra and Its Applications
出版年：2014
卷：465
页码：88-103
DOI：10.1016/j.laa.2014.09.019
关键词：Frobenius norm; Kronecker product; Lyapunov mapping; Non-negative matrix; Spectral norm; Spectral radius
摘要：The norm properties of Lyapunov mappings and their restrictions on symmetric and skew-symmetric subspaces are investigated. For non-negative, non-positive, and tridiagonal matrices, this paper gives an affirmative answer to an open conjecture which says that the norm of a Lyapunov mapping over the space of real square matrices equals that of its restricted map over the subspace of real symmetric matrices. In addition, matrix transformation and norm relationships on certain matrices arising from the Lyapunov mapping and its restrictions are provided. © 2014 Elsevier Inc.
收录类别：EI;SCOPUS
Scopus被引频次：2
资源类型：期刊论文
原文链接：https://www.scopus.com/inward/record.uri?eid=2-s2.0-84907810114&doi=10.1016%2fj.laa.2014.09.019&partnerID=40&md5=6a6756caee892f7ce03560a48998b17e

个性服务

原文链接

DOI
SCOPUS

其他

收藏
点击量(6)
TOP
图书馆 山东大学 人事部 科学技术研究院 地址：中国山东省济南市山大南路27号
研究生院 博物馆 档案馆 学科建设与发展规划部 版权所有：山东大学
课程中心 出版社 本科生院 人文社科研究院(人文社科处)