我们先来看这个练习题:![python 线性代数:[17]线性组合的协方差](https://exp-picture.cdn.bcebos.com/05e24be983aee8d7ced8f45c6b781431deb66645.jpg)
创建两个系数向量![python 线性代数:[17]线性组合的协方差](https://exp-picture.cdn.bcebos.com/332d496699cf02538f9134366b36e29146e85f45.jpg)
先计算X的协方差矩阵
结果为:![python 线性代数:[17]线性组合的协方差](https://exp-picture.cdn.bcebos.com/506d92f1d8a72633f176da50c02c56ee7a7f4445.jpg)
计算X的均值向量,注意设置axis为0
求得结果为:![python 线性代数:[17]线性组合的协方差](https://exp-picture.cdn.bcebos.com/64a62a0f64781423754b618daac2bbd6e0d0b245.jpg)
求得两个线性组合的均值:
结果为:![python 线性代数:[17]线性组合的协方差](https://exp-picture.cdn.bcebos.com/d04eec260d9a310ecc6bfe9931b842406bfea245.jpg)
求两个线性组合的方差
结果为:![python 线性代数:[17]线性组合的协方差](https://exp-picture.cdn.bcebos.com/4080a927ac53068876deb27957e8904801fc9645.jpg)
求两个线性组合的协方差:![python 线性代数:[17]线性组合的协方差](https://exp-picture.cdn.bcebos.com/91091efc77f7980eb1d254c2d4db3620b83a9145.jpg)
结果为:
时间:2024-10-13 17:18:16
我们先来看这个练习题:![python 线性代数:[17]线性组合的协方差](https://exp-picture.cdn.bcebos.com/05e24be983aee8d7ced8f45c6b781431deb66645.jpg)
创建两个系数向量![python 线性代数:[17]线性组合的协方差](https://exp-picture.cdn.bcebos.com/332d496699cf02538f9134366b36e29146e85f45.jpg)
先计算X的协方差矩阵
结果为:![python 线性代数:[17]线性组合的协方差](https://exp-picture.cdn.bcebos.com/506d92f1d8a72633f176da50c02c56ee7a7f4445.jpg)
计算X的均值向量,注意设置axis为0
求得结果为:![python 线性代数:[17]线性组合的协方差](https://exp-picture.cdn.bcebos.com/64a62a0f64781423754b618daac2bbd6e0d0b245.jpg)
求得两个线性组合的均值:
结果为:![python 线性代数:[17]线性组合的协方差](https://exp-picture.cdn.bcebos.com/d04eec260d9a310ecc6bfe9931b842406bfea245.jpg)
求两个线性组合的方差
结果为:![python 线性代数:[17]线性组合的协方差](https://exp-picture.cdn.bcebos.com/4080a927ac53068876deb27957e8904801fc9645.jpg)
求两个线性组合的协方差:![python 线性代数:[17]线性组合的协方差](https://exp-picture.cdn.bcebos.com/91091efc77f7980eb1d254c2d4db3620b83a9145.jpg)
结果为: