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1·This paper applies conformal geometric algebra to analyze the reverse kinematics of serial robot.

本文应用共形几何代数分析串联机器人的运动学反解。

2·This reference begins with several chapters that present the mathematical fundamentals of geometric algebra.

这参考从提出几何学代数的数学基本规律的几章开始。

3·In addition, they connect geometric algebra and quantum theory, discussing the Dirac equation, wave functions, and fiber bundles.

另外，他们连结几何学代数和量子理论，讨论迪拉克方程序，波函数和纤维包。

4·Pattern Recognition; Visualization; Multivariate Data; Graphical Representation; Geometric Algebra; Subspace Coordinates; Optimization.

模式识别；可视化；多元数据；图表示；几何代数；子空间坐标；优化。

5·The authors show how Maxwell's equations can be expressed and manipulated via space-time algebra and how geometric algebra reveals electromagnetic waves' states of polarization.

那些作者显示马克斯·韦尔的方程序怎样可以被表示并且透过空间时间代数操作和几何学的代数怎样显示电磁波的极化作用的状态。

6·Rene Descartes found a way to study geometric problems by methods of algebra called analytic geometry.

雷恩·第斯卡兹发现一种用代数方法研究几何问题的方法，称为解析几何学。

7·The geometric continuity of two regular curves at the connection point can be discussed from differential geometry and Algebra.

关于两段正则曲线在公共节点处的几何连续性的问题可以从微分几何和代数的角度考虑。

8·Both of the old and new versions textbooks set up a lot of mathematics history in geometric than in algebra.

新旧版本教材在几何内容中比在代数内容中设置了更多的数学史内容。

9·Based on modern differential geometric approach and Lie algebra, nonlinear control theory has formed a new theoretical branch.

基于近代微分几何理论与李代数之上的非线性控制理论形成了一新的理论分支。