Orthonormal Basis
An orthonormal basis in a vector space is a basis that is both orthogonal and normalized.
This means that each vector in the basis are both perpendicular to each other (orthogonal) and have a length (magnitude) of 1 (normalized).
An orthonormal basis in a vector space is a basis that is both orthogonal and normalized.
This means that each vector in the basis are both perpendicular to each other (orthogonal) and have a length (magnitude) of 1 (normalized).