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jordan标准形理论
相关语句
  theory of jordan canonical
     A CALCULATION PROBLEM OF THE THEORY OF JORDAN CANONICAL MATRICES
     Jordan标准形理论中的一个计算问题
短句来源
     In order to obtain a polynomial of less degree,the structure of Drazin inverse of matrix is analysed by using the theory of Jordan canonical matrix,and a computational method for polynomial d(λ) of least degree is given by using coefficients of minimal polynomial of matrix such that d(A) is Drazin inverse of A.
     为降低多项式的次数,利用Jordan标准形理论分析了矩阵Drazin逆的结构,再由矩阵最小多项式的系数,给出了一个最低次多项式d(A)的算法,使d(A)为的Drazin的逆。
短句来源
  “jordan标准形理论”译为未确定词的双语例句
     Meanwhile in this dissertation, we redefine the solvability of the equation of matrix polynomial function, when the function f(X)is a general polynomial function. Using the definition and property of matrix function as well as Jordan canonical form, we discuss necessary and sufficient conditions of matrix polynomial functionf(X) = A over the field of R and C respectively, and give a procedure to solve it.
     同时本文还研究了在f(x)为一般多项式函数时解的情况,给出了矩阵函数方程可解的定义,利用矩阵函数的定义和性质以及矩阵的Jordan标准形理论,分别讨论了矩阵多项式函数方程f(X)=A在实数域和复数域上有解的充要条件,以及求解的方法步骤。
短句来源
     We introduce the some proporties of the matrix minimal polynomial which are'ob-tained from the use of the Jordan canonical form. We simplely show the close relationship be-tween Jordan Canonical form and the minimal polynomial of matrix.
     本文介绍了用Jordan标准形理论推导出矩阵最小多项式及其有关的性质,极为简明地揭示了Jordan标准形与矩阵最小多项式之间密切的关系.
短句来源
     In this paper, the theory of Jordan's normal form is used and the general form of the change of matrix in similar matrix is given.
     本文利用 Jordan标准形理论 ,给出了矩阵相似中的变换矩阵的一般表达形式 .
短句来源
  相似匹配句对
     ON THE JORDAN CANONICAL FORM
     关于Jordan标准
短句来源
     A CALCULATION PROBLEM OF THE THEORY OF JORDAN CANONICAL MATRICES
     Jordan标准理论中的一个计算问题
短句来源
     A Note on the Theorem of Jordan's Canonical Form
     Jordan标准定理的证明
短句来源
     Jordan Canonical Forms of Matrices over Quaternion Field
     四元数矩阵的Jordan标准
短句来源
     The properties of Jordan canonical form and their application
     Jordan标准矩阵的性质及应用
短句来源
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We introduce the some proporties of the matrix minimal polynomial which are'ob-tained from the use of the Jordan canonical form. We simplely show the close relationship be-tween Jordan Canonical form and the minimal polynomial of matrix.

本文介绍了用Jordan标准形理论推导出矩阵最小多项式及其有关的性质,极为简明地揭示了Jordan标准形与矩阵最小多项式之间密切的关系.

Abstract In this paper a study of the periodic solution of linear autonomous neutral differntial equations with delays is presented. Using the theory of Fourier series and matrix, some necessary and sufficient conditions that ensure the existence and uniqueness of the continuous differential periodic solution is obtained. The results are found to be an improvement over priviously aviable results for linear autonomous neutral differential equations.

利用Fourier级数理论及矩阵的Jordan标准形理论研究了单时滞常系数中立型方程组的周期解,获得了保证周期解存在、唯一的充分必要条件及一些简便的充分条件。

In this paper a study of the periodic solution of linpar autonomous neutral differntial equations with delays in Presented. Using the theory of Fourier series and matrix, some necessary and sufficient conditions that ensure the existence and uniqueness of the continuous differential periodic solution is obtained. The results are found to be an improvement over priviously aviable results for linear autonomous neutral differential equations.

本文利用Fourier级数理论及矩阵的Jordan标准形理论研究了单时滞常系数中立型方   程组的一般周期的周期解,获得了保证周期解存在、唯一的充分必要条件及一些简单的充分条件.

 
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