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The simultaneous diagonalization by congruence of pairs of Hermitian quaternion matrices is discussed.

讨论四元数Hermitian矩阵对在共轭合同关系下的同时对角化问题。

We work out generalized Schur decomposition of quaternion matrix pencil and give out a sufficient condition for simultaneous unitary diagonalization of two quaternion matrices.

2得到了四元数矩阵束的广义Schur分解及两四元数矩阵可同时酉对角化的一个充分条件。

It is shown that finally this problem turns to the estimation of the real joint eigenvalues of three real matrices and solve the joint eigenvalue estimation by a recently proposed simultaneous diagonalization algorithm.

通过同时对角化算法估计矩阵的联合特征值,获得了参数联合估计的强可辨识性,即允许信号参数在任何一维任意重复,并可以使估计参数实现自动配对。

In order to make motion planning fitting practice,many characteristic of CNC trajectory motion were discussed,such as the geometric,the motion and the time,the relation between orbit function and motional parameter was set up,the differential simultaneous equation about the trajectory motion was derived.

为了让运动规划符合实际,分析了数控加工轨迹运动几何特性、运动特性和时间特性,建立了轨道函数与运动参数的联系,推导出轨迹运动微分方程组。

We extend Frankel (1986) and Lai、Hu and Wang (1996) models, where using target zone policy and simultaneous stochastic differential equation methods, to investigate whether the honeymoon effect proposed by Krugman (1991) is present when the government adopts a target zone policy on agricultural prices.

我们将延伸Frankel(1986)及Lai、Hu与Wang(1996)分析农产品市场的概,配合目标区政策及随机微分方程之方法,探讨当农产品及非农产品价格皆可瞬时调整时;政府宣告目标区政策,民众的预期将如何影响农产品价格及其他经济变之稳定性。

A special analytical solution is derived for the simultaneous differential equations of a dynamic mathematical model for the evaporating surface in supercritical pressure boilers given by Ref.

对文献[1]给出的超临界压力锅炉蒸发受热面的动态数学模型所建立的三个联立偏微分方程组,导出了假定工质压力不随时间变化条件下的解析特解,阐明了该特解的物理意义。

In the secondary modeling,"Hidden Euler" approach is applied to solve the nonlinear simultaneous differential equations, and the discrete nonlinear algebraic equations are calculated by "Newton-Raphson" numerical approach.

二次建模时,采用隐式欧拉法求解常微分方程组,离散后形成的非线性代数方程组采用牛顿-辛普生方法进行计算。

The topics to be covered in the course are Integration and Economics Applications, Linear, First-Order Difference Equations, Nonlinear First-Order Difference Equations, Linear Second-Order Difference Equations, Linear First-Order Differential Equations, Nonlinear First-Order Differential Equations, Linear Second-Order Differential Equations, Simultaneous Systems of Differential and Difference Equations, and Optimal Control Theory.

讲授内容包括积分与经济的应用、线性一阶差分方程式、非线性一阶差分方程式、线性二阶差分方程式、线性一阶微分方程式、非线性一阶微分方程式、线性二阶微分方程式、差分与微分的联立方程式、最适控制理论。

Then, we formulated the simultaneous differential equations and the car following theory which explain the urbanization motion track and these two kinds of process. The case study using the regression analysis to construct and verify the modal analyzes the regular pattern of urbanization and differences of development among twelve urban land readjustment areas in Tainan.

其次,提出具有数学意义的建地化、市街化基本原理,据此建立联立微分方程式,并且使用「跟车理论」的物理决定论类推说明市街化曲线模型,以把握市街化运动的具体法则;并以台南市12个重划区为实证地区,利用回归分析方法来进行模式校估及检定,俾利於分析市街化之规律性及各地区之发展差异。

The solution of n simultaneous linear equations in n unknowns is one of the important problems of applied mathemationcs.

未知的联立线性方程的解决方法,是应用数学中的重要问题之一。

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马哈拉施特拉邦内政部高级官员Pradeep Indulkar称,有101人在冲突中丧生,287人受伤。

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