Normal equivalent to an arbitrary diagonalizable matrix |
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| Authors: | Fiala Tibor |
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| Institution: | Department of Numerical Methods and Computer Sciences Loránd Eötvos University of Sciences Muzeum krt. 6-8 1088 Budapest, Hungary |
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| Abstract: | The aim of this paper is to reduce the eigenvalue problem of a diagonalizable matrix to the eigenvalue problem of an equivalent normal matrix. We use for this purpose a minimization strategy, which is also applicable for transforming an arbitrary nondiagonalizable matrix to an almost normal one. |
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