41 Dot product and orthogonality in Euclidean spaces.
40 Miscellaneous remarks on eigenvalues, eigenvectors, and diagonalization.
39 Application to linear recurrences.
. .
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.
35 Similarity, determinant and trace.
Additional notes.
33 Change of basis: Part 1 Coordinate vectors with respect to an ordered basis.
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