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Determine all possible Jordan canonical forms for a linear operator L whose characteristic polynomial is  (...

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Advance Math

Determine all possible Jordan canonical forms for a linear operator L whose characteristic polynomial is 

( P(lambda)=igg(lambda-3igg)^3igg(lambda-4igg)^2 )

Answer & Explanation Solved by verified expert
3.8 Ratings (411 Votes)
solution we have the characteristic polynomial is Plambdaigglambda3igg3igglambda4igg2 implies am33am42hspace2mmsohspace2mmgm3123 and gm412 By the order of decreasing of dimension of blocks    See Answer
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