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概循环矩阵的判据及其行列式
引用本文:原玉杰.概循环矩阵的判据及其行列式[J].辽宁工程技术大学学报(自然科学版),2007,26(4):638-640.
作者姓名:原玉杰
作者单位:阜新高等专科学校,工程系,辽宁,阜新,123000
基金项目:教育厅重大基础研究资助项目(202182055)
摘    要:为了刻画具有阶跃特征的概周期现象,建立的概循环矩阵概念是继泛循环矩阵之后,对循环矩阵的第二次推广。前者侧重刻划了离散的多重周期现象,解决了它们的表示方法,揭示了泛循环矩阵的若干本质特征。而这里的概循环矩阵则是侧重刻划离散的具有阶跃特征的近似周期现象,解决了它们的表示方法,建立了概循环矩阵的简明判椐和以特征根为着力点的行列式计算公式。上述实践似可为精细刻划离散的周期性大系统提供可借鉴性经验和构建理论储备。

关 键 词:循环矩阵  概循环矩阵  判据  行列式
文章编号:1008-0562(2007)04-0638-03
修稿时间:2006-05-15

Criterion and determinant of probable cycle matrix
YUAN Yu-jie.Criterion and determinant of probable cycle matrix[J].Journal of Liaoning Technical University (Natural Science Edition),2007,26(4):638-640.
Authors:YUAN Yu-jie
Institution:Department of Engmeering, Fuxin Professional College, Fixon 123000, China
Abstract:The concept of the probable cycle matrix which this article established is the second promotion for the cycle matrix after the pan-cycle matrix.The former focuses on portraying the multi-cycle phenomenon of the discreteness,solving their representation and revealing their tool--several essential characteristics of pan-cycle matrix.While the probable cycle matrix focuses on portraying approximate cyclical phenomenon of discreteness which has the step features,solving their representation and establishing their tool--the concise criterion and the formula for calculating the determinant based on a characteristic root as a focal point.The above practice might provide the model experience and theoretical basis for portraying discrete periodic big system precisely.
Keywords:cycle matrix  probable cycle matrix  criterion  determinant
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