Media Summary: Inverted Classroom video for Machine Learning 1, Technical University of Munich, 2016. Let X~Np(u , ∑) and Y=CX where Cp×p and rank of C is “p” i.e. r(C) = p Then show that Y~Np(C , C∑Ct) (Extra) - Derivation of multivariate Gaussian - 3 - General Case - I
Math3714 Section 3 3 The Multivariate Normal Distribution - Detailed Analysis & Overview
Inverted Classroom video for Machine Learning 1, Technical University of Munich, 2016. Let X~Np(u , ∑) and Y=CX where Cp×p and rank of C is “p” i.e. r(C) = p Then show that Y~Np(C , C∑Ct) (Extra) - Derivation of multivariate Gaussian - 3 - General Case - I In this video, I have explained what is the
![[5. Multiple RVs] 5.9 The Multivariate Normal Distribution](https://i.ytimg.com/vi/5P4UqmEzHsE/mqdefault.jpg)
