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diagonalizable
has definitions from the field of mathematics
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[ adjective ] (mathematics) capable of being transformed into a diagonal matrix
Used in print (Kenneth Hoffman and Ray Kunze, Linear Al...)Thus T is not diagonalizable . The diagonalizable operator is the special case of this in which * * f for each i . By Theorem 10 , D is a diagonalizable operator which we shall call the diagonalizable part of T . By Theorem 10 , D is a diagonalizable operator which we shall call the diagonalizable part of T . Then there is a diagonalizable operator D on V and a nilpotent operator N on V such_that ( a ) * * f , ( b ) * * f . Related terms |
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