See Also
- Inner-product space
- Hilbert space
- Euclidean space
- Orthogonality
- Orthonormal basis
- Orthogonal complement, the closed subspace orthogonal to a set (especially a subspace)
- Orthomodular lattice of the subspaces of an inner-product space
- Orthogonal projection
- Pythagorean theorem that the sum of the squared norms of orthogonal summands equals the squared norm of the sum.
- Hilbert space
- Least squares
- Mean squared error
- Squared deviations
Read more about this topic: Partition Of Sums Of Squares
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