A counter example for the fact that every linear map doesn't have an eigenvector – math.stackexchange.com

A counter example for the fact that every linear map doesn't have an eigenvector – math.stackexchange.com

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In the book of linear algrebra by Werner Greub, at page $120$, it is given that To show that every map doesn't have an eigenvector, it says Define $\phi$ in $E$ such that $\phi x_1 = x_2 $ and ...

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