Orthonormal vectors

Metadata
shorthands: {}
aliases: [Orthonormal set]
created: 2021-12-13 23:01:27
modified: 2022-01-10 04:13:04

Let be an inner product space (a vector space equipped with an inner product) and .
is called orthonormal if for all :

This means that the elements are orthogonal and has norm .