Definition
Orthogonal Vector
Let
be an inner product space. Two vector are called orthogonal if their inner product vanishes, i.e.: In Euclidean spaces, this condition is usually describes as being perpendicular.
Orthogonal Vector
Let
be an inner product space. Two vector are called orthogonal if their inner product vanishes, i.e.: In Euclidean spaces, this condition is usually describes as being perpendicular.