‘Classical’ convergence theorems for generalized continued fractions

Author:

Bruin Marcel G. de

Publisher

Springer Science and Business Media LLC

Subject

Applied Mathematics

Reference10 articles.

1. Perron, O.: Grundlagen für eine Theorie des Jacobischen Kettenbruch-algorithmus. Math. Ann. 1–76 (1907)

2. Skorobogat’ko, V. Ya., Dronyuk, N.S., Bobik, O.I., Ptashnik, B.I.: Branched continued fractions and their applications. Dop. Akad. Nauk Ukr. RSR, Ser. A, No. 2, 131–133 (1967)

3. de Bruin, M.G.: Generalized C-fractions and a multidimensional Padé table. Dissertation, University of Amsterdam, Amsterdam (1974)

4. de Bruin, M.G.: Convergence along steplines in a generalized Padé table. In: Saff, E.B., Varga, R.S. (eds.) Padé and Rational Approximation, pp. 15–22. Academic Press, New York (1977)

5. Skorobogat’ko, V. Ya.: Theory of Branched Continued Fractions and its Applications in Computational Mathematics (in Russian). Nauka, Moscow (1983)

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