Three theorems on hierarchical decomposition of similarity linear systems | Zendy

Yuanwei Jing | Zendy; Jun Zhao | Zendy; Mile Stankovski | Zendy; Georgi M. Dimirovski | Zendy

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Three theorems on hierarchical decomposition of similarity linear systems

Author(s) -

Yuanwei Jing,

Jun Zhao,

Mile Stankovski,

Georgi M. Dimirovski

Publication year - 2004

Publication title -

facta universitatis - series electronics and energetics

Language(s) - English

Resource type - Journals

eISSN - 2217-5997

pISSN - 0353-3670

DOI - 10.2298/fuee0402241j

Subject(s) - decomposition , similarity (geometry) , matrix similarity , mathematics , transformation (genetics) , property (philosophy) , linear system , decomposition theorem , computer science , pure mathematics , artificial intelligence , mathematical analysis , partial differential equation , biochemistry , chemistry , philosophy , epistemology , gene , image (mathematics) , ecology , biology

In this paper the problem of system decomposition of complex linear dy- namical systems biy exploiting the similarity property is studied. System decom- positions are sought in terms of similarity hierarchical structures. The method for constructing the transformation is derived. The conditions for such decomposition of complex linear systems are given.

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