复随机变量

  • 网络complex random variable
复随机变量复随机变量
  1. Abraham(2002)从海底散射的物理现象出发,提出并证明了有限个幅度服从指数分布,相位服从均匀分布的复随机变量之和的模服从K分布。

    Abraham ( 2002 ) presented and proved that the envelope of the sum of finite complex random variables , whose amplitude obeys exponential distribution and phase obeys uniform distribution , is K distributed .

  2. 复值随机变量序列几种收敛性的关系

    The Relation of Convergence of Complex Random Variables Sequence

  3. 复值随机变量的协方差与相关性

    Covariance and Correlation Coefficient of Complex Random Variables

  4. 复值随机变量的线性等价类

    Linear Equivalence Class of Complex Random Variable

  5. 得到与复值独立随机变量序列收敛性有关的几个定理。

    It derives several theorems associated with convergence properties of complex independent random variables .