Quentin found a moment to ecstaticize again about my first day's work.
Each root of the minimal polynomial of a matrix M is an eigenvalue of M and a root of its characteristic polynomial. (A root of the minimal polynomial has a multiplicity that is less than or equal to the multiplicity of the same root in the characteristic polynomial. Thus the minimal polynomial divides the characteristic polynomial. Also, any root of the characteristic polynomial is also a root of the minimal polynomial, so the two kinds of polynomial have the same roots, only (possibly) differing in their multiplicities.)
Ostensibly, the class was about public health in general, but the main thrust was really sex education.
See what I mean Shiela? You've got the logical form, the semantics, and all that, but you don't know shit from Shinola, and with your stupid heuristic learner you can't learn it unless somebody with authority tells you.
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