A quadratically convergent Jacobi-like method for real matrices with complex eigenvalues
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A real Jacobi-like algorithm for diagonalizing arbitrary real matrices with complex eigenvalues is described and its applicability discussed. Numerical results are given and compared with those of the well-known real and complex algorithm of Eberlein.
Subject ClassificationsAMS(MOS): 65F15 CR: 5.14
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- 2.Eberlein, P.J., Boothroyd, J.: Solution to the eigenproblem by a norm-reducing Jacobi-type method. Numer. Math.11, 1–12 (1968)Google Scholar
- 3.Eberlein, P.J.: Solution to the complex eigenproblem by a norm-reducing Jacobi-type method. Numer. Math.14, 232–245 (1970)Google Scholar
- 4.Paardekooper, M.H.C.: An eigenvalue algorithm for skew-symmetric matrices. Numer. Math.17, 189–202 (1971)Google Scholar
- 5.Veselić, K.: On a class of Jacobi-like procedures for diagonalizing arbitrary real matrices. Numer. Math.33, 157–172 (1979)Google Scholar