orthogonal projection
Work in Progress
Summary
Gram-Schmidt orthogonalization
- convert a basis into an orthogonal/orthonormal basis
removing the projections of prior vectors from subsequent ones, making them orthogonal
Concept
Orthogonal projection theorem
- projection/shadow on a subspace
the idea of projecting a vector to another, but over the basis for a subspace
Best approximation theorem
is the closest vector in to