THE PROPERTIES OF A KIND OF RANDOM SYMPLECTIC MATRICES

被引:0
作者
闫庆友
机构
关键词
symplectic matrix; QR_like algorithm; eigenvalue; condition number; Jordan canonical form; Schur canonical form;
D O I
暂无
中图分类号
O241.6 [线性代数的计算方法];
学科分类号
070102 ;
摘要
Several important properties of a kind of random symplectic matrix used by A. BunseGerstner and V. Mehrmann are studied and the following results are obtained: 1) It can be transformed to Jordan canonical form by orthogonal similar transformation; 2) Its condition number is a constant; 3) The condition number of it is about 2 618.
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页码:590 / 596
页数:7
相关论文
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[1]  
A numerically stable, structure preserving method for computing the eigenvalues of real Hamiltonian or symplectic pencils[J] . Peter Benner,Volker Mehrmann,Hongguo Xu.Numerische Mathematik . 1998 (3)