| 1. | There is a brief discussion of two dimensional mechanics in terms of complex numbers .
这里有关于用复数来讲二维力学的简短讨论。 |
| 2. | We derive the addition formulas for sine and cosine from the arithmetic of complex numbers .
用复数算术推导了正弦，余弦的加法公式。 |
| 3. | This diagram immediately suggests defining two quantities which characterize the complex number z .
这个图立即指出定义两个表征复数Z的量。 |
| 4. | In the observing coordinate the complex function of complex number
的复变函数，记作 |
| 5. | The mental analyzing in learning of complex number
复数学习的心理分析 |
| 6. | The hyperbolic complex number and spacetime spheroid
双曲复数与时空球 |
| 7. | Which makes every complex number
存在一个确定的法则，使运动系 |
| 8. | How to : use operator overloading to create a complex number class
如何：使用运算符重载创建一个复数类 |
| 9. | Demonstration of complex number and its application about ptolemy theorem
托勒密定理的复数证法及其应用 |
| 10. | It provides nearly 400 functions for doubles and complex numbers
它为双精度数和复数提供了近400个函数。 |
