Results 1 to 10 of about 25 (23)
The Convergence and Divergence of $q$-Continued Fractions outside the Unit Circle
Rocky Mountain Journal of Mathematics, 2006 9 pages.
Douglas Bowman
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Convergence criterion for branched contіnued fractions of the special form with positive elements
Karpatsʹkì Matematičnì Publìkacìï, 2017 In this paper the problem of convergence of the important type of a multidimensional generalization of continued fractions, the branched continued fractions with independent variables, is considered.
D.I. Bodnar, I.B. Bilanyk
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Dynamics of a continued fraction of Ramanujan with random coefficients
Abstract and Applied Analysis, 2005 We study a generalization of a continued fraction of Ramanujan with random, complex-valued coefficients. A study of the continued fraction is equivalent to an analysis of the convergence of certain stochastic difference equations and the stability of ...
Jonathan M. Borwein, D. Russell Luke
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Fractal and FractionalThis paper explores the Apéry-like series and demonstrates the derivation of closed-form expressions using fractional calculus. We consider a variety of Apéry-like functions, which were categorized by their functional forms and coefficients by applying ...
Ampol Duangpan +3 more
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Some of the next articles are maybe not open access.
On the Convergence and Divergence of Continued Fractions
American Journal of Mathematics, 1947H S Wall
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Convergence and divergence in the metabolic network of Mycobacterium tuberculosis
Current Opinion in Systems Biology, 2021Luiz Pedro Sório de Carvalho +1 more
exaly
Reassessment of convergence and divergence dynamics: implications for international HRM
International Journal of Human Resource Management, 1999Sara McGaughey, Helen de Cieri
exaly
Rates of convergence for continued fractions of irrational numbers
Applicable Analysis, 2001Julian Palmore
exaly