45 Gram-Schmidt process and QR factorization.
43 Orthogonal projection and best approximation theorem.
42 Orthogonal sets and orthogonal matrices.
41 Dot product and orthogonality in Euclidean spaces.
40 Miscellaneous remarks on eigenvalues, eigenvectors, and diagonalization.
39 Application to linear recurrences.
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37 Diagonalization: Part 2 - Characterizations of diagonalization, eigenbasis, eigenspaces, algebraic and geometric multiplicities.
36 Diagonalization: Part 1 - Eigenvalues, eigenvectors, characteristic equations.
34 Change of basis: Part 2 Matrix representations with respect to ordered basis sets.
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