On an eigenflow equation and its structure preserving properties
On an eigenflow equation and its structure preserving properties
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关于特征流方程及其结构保持性质
DOI：
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发表时间：
2009
期刊：
影响因子：
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通讯作者：
A. Arsie
中科院分区：
文献类型：
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作者：
C. Ebenbauer;A. Arsie
本文研究了一个动力系统A ∈ = [[N，<sup>AT</sup>+A]，A]+ν[[<sup>AT</sup>，A]，A]，其中A是n×n真实的矩阵，N是常数n× n真实的矩阵，[A，B] = AB−BA，ν是正常数.特别是，这项工作的目的是建立结构保持性能的动力系统的三对角，Hessenberg和Hamilton矩阵结合潜在的应用。
The present work deals with a dynamical system of the form à = [[N,A<sup>T</sup>+A],A]+ν[[A<sup>T</sup> ,A],A],, where A is an n×n real matrix, N is constant n×n real matrix, [A,B] = AB−BA, and ν is a positive constant. In particular, the purpose of this work is to establish structure preserving properties of this dynamical system for tridiagonal, Hessenberg, and Hamiltonian matrices in combination with potential applications.