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Schur form of a complex matrix relative to consimilarity and its calculation
Let \(A\) be a nondegenerate complex \(n \times n\)-matrix and \(\Gamma_ A\) be the real algebra of all matrix \(B\) from \(\mathbb{C}^{n \times n}\) satisfying the pseudocommutative property \(AB=\overline BA\). The author proves the following main results. 1.openaire +1 more source
On the Reduction of a Complex Matrix to Triangular or Diagonal by Consimilarity
, 2006 Tongsong, Jiang, Musheng, Wei Wei
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