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A contents list for a physical binder on the Jordan form of a matrix, dated 1.7.05. It lists Phil's own summary notes on the J and C matrices, a drawing of N-space, and printed material from Boyd's EE263 notes, Tom Leinster's notes and PlanetMath's proof. It also covers a Mathematica computation of Jordan forms and Matthews' lecture chapters on linear transformations, polynomials, invariant subspaces and the Jordan form with Phil's notes.
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Contents of Jordan Form binder: 1.7.05
Front: Overview
1. The N-space drawing and notes on same, relates to page 65 of Matthews notes.
2. "PhL on Jordan form" -- some summary notes on J and C matrix, various details.
3. " EE263 Notes" (and download pages) on Jordan Form (Boyd, Stanford).
4. Notes on how to compute a Jordan form, + download (in Mathematica).
5. "Tom Leinster Notes" (and download pages) on Jordan Form.
6. "PlanetMath proof of Jordan form" notes and download pages.
7. Matthews Lectures, PDF list, index and then my NOTES on all these lectures.
8. Matthews Chapter 1: Linear Transformations
9. Matthews Chapter 2: Polynomials over a Field, min polys, Companion, direct sums, Galois
10. Matthews Chapter 3: Invariant Subspaces (T invariant, T cyclic, finding the min poly, PDT)
11. Matthews Chapter 4: The Jordan Form, dot diagram, examples, Markov, real Jordan form.