Linear Algebra: Graduate Level Problems and Solutions
Linear Algebra Igor Yanovsky, 2005 8 1.9 Diagonalizability Deflnition. Let T be a linear operator on the flnite-dimensional space V. T is diagonalizable if there is a basis for V consisting of eigenvectors of T. Theorem. Let v1;:::;vn be nonzero eigenvectors of distinct eigenvalues ...
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