1、Quaternion is used to describe the orientation of a rigid body, and attitude motion is modelled.
采用四元數(shù)描述剛體姿態(tài)，建立了剛體姿態(tài)運(yùn)動(dòng)的數(shù)學(xué)模型。

2、In this paper, we study the existence for right eigenvalue of quaternion matrix.
本文討論四元數(shù)矩陣右特征值的存在性問(wèn)題。

3、A New Large-scale Transformation Algorithm of Quaternion to Euler Angle
一種新的全角度四元數(shù)與歐拉角的轉(zhuǎn)換算法

4、A quaternion represents an axis of rotation and a rotation around that axis.
四元數(shù)表示一個(gè)旋轉(zhuǎn)軸和一個(gè)圍繞該軸的旋轉(zhuǎn)。

5、In this aspect, the quaternion theories and methods perhaps are appropriate.
在這方面，四元數(shù)的理論和方法或許是合適的。

6、UL DECOMPCSITION OF REAL QUATERNION MATRICES
四元數(shù)矩陣的UL分解

7、Quaternion is used rather than Eular angles to avoid the problem of singularity.
使用四元數(shù)避免了歐拉角法的奇異問(wèn)題；

8、A quaternion can be used to represent any arbitrary rotation.
四元數(shù)可用來(lái)表現(xiàn)所有形式的旋轉(zhuǎn)。

9、The norm of a quaternion is similar to that of a vector.
四元數(shù)的平均值與矢量的有點(diǎn)相似。

10、Correction to Bellman Conjecture over Quaternion Field
Bellman猜想在四元數(shù)體上的修正

11、The norm of a quaternion is similar to that of a vector
四元數(shù)的平均值與矢量的有點(diǎn)相似。

12、The Geometry Representation of Quaternion in Euclidean Three-space
四元數(shù)在三維空間的幾何表示

13、A CLASS OF QUATERNION POLYGENIC FUNCTIONS
一類四元數(shù)多演函數(shù)

14、Replaces the current quaternion with its natural logarithm.
用當(dāng)前四元數(shù)的自然對(duì)數(shù)替換此四元數(shù)。

15、Through it, we can get quaternion some characteristics.
通過(guò)它，可以掌握四元數(shù)的一些特征。

16、The basic theory and the usage of quaternion are also been introduced.
介紹了四元數(shù)法的基本原理及其在捷聯(lián)系統(tǒng)中的用法；

17、In this paper, decomposition of a quaternion matrix is systemically studied.
本文系統(tǒng)的研究了四元數(shù)矩陣分解理論。

18、In this paper, we obtain some inequalities for norm and traces of quaternion matrices.
本文獲得了四元數(shù)矩陣的范數(shù)和跡的一些不等式，改進(jìn)了近期的某些結(jié)果。

quaternion翻譯