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Create the page "Unitary matrix" on this wiki! See also the page found with your search.
- ...matrices]] <math>A,B</math> are '''similar''' if there exists an [[unitary matrix]] <math>U</math> such that <math>B = U^{-1}AU</math>. ...s, then it has a basis of eigenvectors and will be similar to a [[diagonal matrix]].342 bytes (60 words) - 18:53, 2 March 2010