Real Polynomial Root-Finding by Means of Matrix and Polynomial Iterations

Author:

Pan Victor Y.

Publisher

Springer International Publishing

Reference29 articles.

1. Bini, D.A., Boito, P.: A fast algorithm for approximate polynomial GCD based on structured matrix computations. In: Operator Theory: Advances and Applications, vol. 199, pp. 155–173. Birkhäuser Verlag, Basel (2010)

2. Fundamental Algorithms;D. Bini,1994

3. Bini, D., Pan, V.Y.: Graeffe’s, Chebyshev, and Cardinal’s processes for splitting a polynomial into factors. J. Complexity 12, 492–511 (1996)

4. Bini, D., Pan, V.Y.: Computing matrix eigenvalues and polynomial zeros where the output is real. SIAM J. on Computing 27(4), 1099–1115 (1998); (Also in Proc. of SODA 1991)

5. Bini, D.A., Robol, L.: Solving secular and polynomial equations: A multiprecision algorithm. J. Computational and Applied Mathematics (in press)

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