A matrix A with real entries has orthonormal columns if and only if A inverse equals A transpose.

math.la.t.mat.col.orthonormal.inv.rn

Orthonormality

Orthonormal sets and bases (definition); expressing vectors as linear combinations of orthonormal basis vectors; matrices with orthonormal columns preserve vector norm and dot product; orthogonal matrices; inverse of an orthogonal matrix equals its transpose

math.la.d.vec.orthonormal_set

math.la.t.mat.col.orthonormal.norm.rn

math.la.t.mat.col.orthonormal.dot.rn

math.la.d.mat.orthogonal

math.la.d.subspace.basis.orthonormal

math.la.t.mat.col.orthonormal.inv.rn

Created On: August 25th, 2017; 7 years ago
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