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Proof of the Jordan canonical form

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... That is, the composition of two linear functions is another linear function and we can compute the matrix of the composition from the matrices of the functions being composed. This is our motivation for defining the product of the matrices A and B, AB, by AB = C where C is as given in (3). It is imp ...
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... has happened to the distribution from one break to the second next. To understand what happens to the distribution in a longer run, we need even higher powers of M , but we shall attack that problem from a different point of view.) c) Find all eigenvalues λ1 , λ2 , λ3 for M and their corresponding e ...
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Eigenvalues and eigenvectors

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