Constructive aspects of the fundamental theorem of algebra : proceedings of a symposium conducted at the IBM Research Laboratory, Zürich-Rüschlikon, Switzerland, June 5-7, 1967 /

Constructive aspects of the fundamental theorem of algebra : proceedings of a symposium conducted at the IBM Research Laboratory, Zürich-Rüschlikon, Switzerland, June 5-7, 1967 /

Zapisane w:
Opis bibliograficzny
Kolejni autorzy: Henrici, Peter, 1923- (ed.), Dejon, Bruno (ed.)
Format: Książka
Język:English
Wydane: London ; New York [etc.] : Wiley-Interscience, 1969.
Hasła przedmiotowe:
Equations, Roots of > Congresses.
Fundamental theorem of algebra > Congresses.
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505 0 0 |t A never failing, fast convergent root-finding algorithm /  |r B. Dejon and K. Nickel --  |t Finding a zero by means of successive linear interpolation /  |r T.J. Dekker --  |t Remarks on the paper by Dekker /  |r G.E. Forsythe --  |t What is a satisfactory quadratic equation solver? /  |r G.E. Forsythe --  |t Mathematical and physical polynomials /  |r L. Fox --  |t A constructive form of the second gauss proof of the fundamental theorem of algebra /  |r R.L. Goodstein --  |t Uniformly convergent algorithms for the simultaneous approximation of all zeros of a polynomial /  |r P. Henrici and I. Gargantini --  |t On the notion of constructivity /  |r H. Hermes --  |t Bigradients, Hankel determinants, and the pade table /  |r A.S. Householder and G.W. Stewart --  |t An algorithm for an automatic general polyomial solver /  |r M.A. Jenkins and J.F. Traub --  |g Die  |t numerische Bestimmung mehrfacher und nahe benachbarter polynomullstellen nach einem verbesserten Bernoulli-Verfahren /  |r I. Kupka --  |t Search procedures for polyomial equation solving /  |r D.H. Lehmer --  |t A method for automatic solution of algebraic equations /  |r A.M. Ostrowski --  |t Iteration functions for solving polynomial matrix equations /  |r M. Pavel-Parvu and A. Korganoff --  |t Problematik der Nullstellenbestimmung bei polynomen /  |r H. Rutishauser --  |t Factorization of polynomials by generalized Newton procedures /  |r J. Schroder --  |t The fundamental theorem of algebra in recursive analysis /  |r E. Specker. 
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