您要查找的是不是:
- The Research and Design About Input Shapers Based on Complex Number Algorithm 基于复数法的输入整形器的设计与研究
- Input shapers based on complex number algorithm design to reduce residual vibration of flexible beam 复数法设计输入整形器抑制柔性机械臂的残留振荡
- Complex number algorithm 复数法
- 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?
- Is this the only way to represent a complex number? 这是表现复数的唯一方法吗?
- The absolute value of a complex number. 模一个复数的模
- Inumber is a complex number for which you want the conjugate. Inumber为需要计算其共轭数的复数。
- By using a special complex number, a radix 6 FFT algorithm is developed, in which the component 6 point DFT?s do not require any multiplication. 使用非直角坐标系下特殊形式的复数系统 ;给出了一种基 6快速傅里叶变换算法 .;其中 6点离散傅里叶变换不需要实数乘法
- Involving only a complex number of which the real part is zero. 包含一个实部为零的复数的
- The IMCOS(string) returns the cosine of a complex number. 字符串)函数返回复数的余弦。
- 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。
- The IMPOWER(string) returns a complex number raised to a power. 字符串;数值)函数返回复数的幂。
- What do you want to do with a complex number? What methods should you write? 你打算怎么处理复数?你将使用什么方法去构造它呢?
- Use COMPLEX to convert real and imaginary coefficients into a complex number. 使用函数COMPLEX可以将实系数和虚系数复合为复数。
- 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。
- One complex number is used to denote each diploid and define the genetic operators. 每一个复数对应于双倍体的一对等位基因 .
- Shows how you can use operator overloading to create a complex number class Complex that defines complex addition. 显示如何使用运算符重载创建定义复数加法的复数类Complex。
- XML Stream Numbering algorithm is a numbering algorithm based on SAX events callback mechanism.The numbering schema in the algorithm improves on origin 3-tuple numbering schema on XML elements. XML数据流编码算法改进了原有的XML元素的三元组编码方案,并提出了基于SAX事件回调机制的编码算法。
- Of, relating to, or being the coefficient of the imaginary unit in a complex number. 一个复数中虚部。
- Quaternions were originally invented as an extension to complex numbers. 四元数最早是为了扩展复数应用而产生与发展起来的。