Let V denote the finite dimensional vector space over F. Let o: VV be a lin transformation and let A be an eigenvalue of

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Let V denote the finite dimensional vector space over F. Let o: VV be a lin transformation and let A be an eigenvalue of

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Let V Denote The Finite Dimensional Vector Space Over F Let O Vv Be A Lin Transformation And Let A Be An Eigenvalue Of 1
Let V Denote The Finite Dimensional Vector Space Over F Let O Vv Be A Lin Transformation And Let A Be An Eigenvalue Of 1 (15.1 KiB) Viewed 13 times
Let V denote the finite dimensional vector space over F. Let o: VV be a lin transformation and let A be an eigenvalue of o. Let S denote the eigenspace ca sponding to A. Let 7: V→ V be a linear transformation such that σT = To. Show T(S₂) CSA.
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