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  3. 14. let u1 and u2 subspaces of r u1 = u2 = let fi

14. Let U1 and U2 subspaces of R U1 = U2 = Let fi be...

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14. Let U1 and U2 subspaces of R U1 = U2 = Let fi be an endomorphism of U and f2 an endomorphism of U2, such that the respective Jordan forms are: U1 = U2 = Determine the Jordan form, the minimum polynomial and the characteristic poly- nomial of the application h : R + R for which U, and U2 are h-invariant subspaces and such that the restriction of h to U is fi + Iu, and h to U2 is f2 2102 14. Let U1 and U2 subspaces of R U1 = U2 = Let fi be an endomorphism of U and f2 an endomorphism of U2, such that the respective Jordan forms are: U1 = U2 = Determine the Jordan form, the minimum polynomial and the characteristic poly- nomial of the application h : R + R for which U, and U2 are h-invariant subspaces and such that the restriction of h to U is fi + Iu, and h to U2 is f2 2102

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