AbstractIn this note we compare two recent methods of convergence acceleration for ordinary continued fractions, the first one introduced by Thron and Waadeland [13], and further developed by Brezinski [1], the second one by Jacobsen and Waadeland [4,5]
A lot of well-known constants as well as elementary and special functions in mathematics, physics an...
AbstractIt is known that under the hypotheses in Worpitzky's Theorem on continued fractions, the app...
For every couple (p;q) of strictly positive integers, the `` alternate congruo-harmonic '' series pa...
AbstractIn this note we relate two methods of convergence acceleration for ordinary continued fracti...
In this note we relate two methods of convergence acceleration for ordinary continued fractions, the...
In this note we relate two methods of convergence acceleration for ordinary continued fractions, the...
AbstractIn this note we compare two recent methods of convergence acceleration for ordinary continue...
The purpose of this paper is to study convergence of certain continued fractions
AbstractWe improve a result of D. Knuth about the convergence of approximations of a continued fract...
43 p.Thesis (Ph.D.)--University of Illinois at Urbana-Champaign, 2003.Finally, this thesis uses dyna...
In Chapter I of this paper, fundamental definitions in the theory of continued fractions are set for...
This thesis contains the results of a new approach to the problem of finding sufficient conditions f...
Abstract: This paper studies the rate of convergence of purely periodic continued fractions, and giv...
AbstractIn the study of simultaneous rational approximation of functions using rational functions wi...
The concept of modification used for accelerating the convergence of ordinary continued fractions is...
A lot of well-known constants as well as elementary and special functions in mathematics, physics an...
AbstractIt is known that under the hypotheses in Worpitzky's Theorem on continued fractions, the app...
For every couple (p;q) of strictly positive integers, the `` alternate congruo-harmonic '' series pa...
AbstractIn this note we relate two methods of convergence acceleration for ordinary continued fracti...
In this note we relate two methods of convergence acceleration for ordinary continued fractions, the...
In this note we relate two methods of convergence acceleration for ordinary continued fractions, the...
AbstractIn this note we compare two recent methods of convergence acceleration for ordinary continue...
The purpose of this paper is to study convergence of certain continued fractions
AbstractWe improve a result of D. Knuth about the convergence of approximations of a continued fract...
43 p.Thesis (Ph.D.)--University of Illinois at Urbana-Champaign, 2003.Finally, this thesis uses dyna...
In Chapter I of this paper, fundamental definitions in the theory of continued fractions are set for...
This thesis contains the results of a new approach to the problem of finding sufficient conditions f...
Abstract: This paper studies the rate of convergence of purely periodic continued fractions, and giv...
AbstractIn the study of simultaneous rational approximation of functions using rational functions wi...
The concept of modification used for accelerating the convergence of ordinary continued fractions is...
A lot of well-known constants as well as elementary and special functions in mathematics, physics an...
AbstractIt is known that under the hypotheses in Worpitzky's Theorem on continued fractions, the app...
For every couple (p;q) of strictly positive integers, the `` alternate congruo-harmonic '' series pa...
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