Linear Regression and OLS Matrix Derivative Derivation
In a past post I discussed some of the numerical ways to decompose into two other matrices, one lower triangular \(L\) and one upper triangular \(U\). Th...
We usually use a matrix to denote a change, a linear transformation that affects the space we are working with. And almost as if following Newton’s third...
Orthogonality is a generalization of well known notion of perpendicularity in geometry. The word comes from the Greek ὀρθός (orthos), meaning “upright”, ...
If you were to describe a vector you most probably would use its basis to orient it in space and then describe its length and direction. I want to focus ...