您要查找的是不是:
- argument of complex number 复数的幅角
- For requir ment of ADSP21160, a method is proposed for calculating replica correlation of complex number by using those of real number. 首先从系统的要求出发,给出了用实数实现复数副本相关的方法。
- This paper will expand famous Abelian theorem and Tanberian theorm to the theory of divergent series in field of Complex number, author has established two theorems. 本文在复数域中推广著名的阿贝尔型定理与陶伯尔型定理到发散级数论中去;作者建立了两个定理.
- What are the essential parts of a complex number? 复数最重要的部分是什么?它们如何反映一个复数的类?
- The absolute value of a complex number. 模一个复数的模
- 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。
- 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。
- This is the argument of the school. 这就是流行学派的论据。
- A car comes into being through a series of complex operations. 汽车经过一连串的复杂作业程序而制成。
- The argument of the function was misrepresented. 这个函数的自变量出现表达错误。
- Probe into A Competition Problem of Complex Number 一道复数竞赛题的探索
- He rebutted the argument of the other team in a debate. 他在辩论会中反驳对方的论点。
- exponential form of complex number 复数的指数形式
- The IMLN(string) returns the natural logarithm of a complex number. 字符串)函数返回复数的自然对数。
- He rebut the argument of the other team In a debate . 他反驳辩论会中对方的论证。
- Swiss mathematician particularly noted for his full development of integral calculus and for his theories of complex numbers, logarithmic and trigonometric functions, and lunar motion. 欧拉,莱奥哈尔德1707-1783瑞士数学家,尤其他对微积分的开创性贡献,以及他的复数、对数、三角函数和月球运动等理论而闻名于世
- Swiss mathematician particularly noted for his full development of integral calculus and for his theories of complex numbers,logarithmic and trigonometric functions,and lunar motion. 欧拉,莱奥哈尔德1707-1783瑞士数学家,尤其他对微积分的开创性贡献,以及他的复数、对数、三角函数和月球运动等理论而闻名于世。
- argument of a complex number 复数的辐角
- Inversely or oppositely related with respect to one of a group of otherwise identical properties, especially designating either or both of a pair of complex numbers differing only in the sign of the imaginary term. 共轭的与性质相同的一群中的某一元素相反或相对的,尤指只有虚部不同的一个或一对复数
- Is this the only way to represent a complex number? 这是表现复数的唯一方法吗?