随机矩阵研究  

Study on Random Matrix

作　　者：刘艳 LIU Yan(Department of Mathematics and Seienee,Lvliang College Fenyang Normal College,Fenyang 032200, Chin)

机构地区：[1]吕梁学院汾阳师范分校,山西汾阳032200

出　　处：《安阳工学院学报》2018年第4期109-110,共2页Journal of Anyang Institute of Technology

摘　　要：随机矩阵是一类特殊的非负矩阵,它是有限马氏过程理论的基础。随机矩阵在数理经济学及运筹学的各种模型问题中有着广泛的应用。文章给出了随机矩阵的定义,探讨了随机矩阵的一些特殊的性质,对在实际中广泛应用的随机矩阵的幂序列的收敛性进行了研究。The random matrix is a special non-negative matrix, which is the basis of the finite Markov processtheory. Random matrices have a wide range of applications in mathematical economics and operational modelproblems. This paper gives the definition of random matrices, and discusses some special properties of randommatrices, and studies the convergence of the power sequences of random matrices that are widely used in practice.

关 键 词：非负矩阵 随机矩阵 随机矩阵幂序列 收敛性 

分 类 号：O151[理学—数学]