自动化与信息科学期刊
每年出版 12 期
ISSN 打印: 1064-2315
ISSN 在线: 2163-9337
SJR:
0.173
SNIP:
0.588
CiteScore™::
2
Indexed in
Factorizing about the Imaginary Axis Matrices Which Do Not Satisfy the Coercitivity
卷 28,
册 5-6, 1996,
pp. 116-130
DOI: 10.1615/JAutomatInfScien.v28.i5-6.150
摘要
The problem of factorization of a rational matrix about the imaginary axis is examined. Attention is concentrated on the case in which the matrix to be factored becomes singular at an infinitely distant point on the imaginary axis. The factorization algorithm is based on the construction of a stabilizing solution of a matrix algebraic Riccati equation. A generalized variant of the Anderson-Moore factorization identity is presented.
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