DOIAbstract
AbstractWe introduce a new concept of correspondence for continued fractions, based on modified approximants
AbstractWe introduce a new concept of correspondence for continued fractions, based on modified approximants
AbstractIn this note we relate two methods of convergence acceleration for ordinary continued fracti...
"Natural extension of arithmetic algorithms and S-adic system". July 20～24, 2015. edited by Shigeki ...
AbstractGeneralizations of Śleszyński–Pringheim's convergence criteria for ordinary continued fracti...
AbstractWe introduce a new concept of correspondence for continued fractions, based on modified appr...
AbstractWe introduce a new concept of correspondence for continued fractions, based on modified appr...
AbstractIn the study of simultaneous rational approximation of functions using rational functions wi...
AbstractIn this paper we present a generalization to generalized continued fractions of Pringsheim's...
The study of arithmetical continued fractions has been restricted, for the most part, to the investi...
AbstractIn this note we compare two recent methods of convergence acceleration for ordinary continue...
AbstractIn this paper the connection between generalised continued fractions (de Bruin 1974)) and G-...
The paper deals with research of convergence for one of the generalizations of continued fractions -...
AbstractThis paper discusses an algorithm for generating a new type of continued fraction, a δ-fract...
Rational approximations to a square root $\sqrt{k}$ can be produced by iterating the transformation ...
AbstractThe following conjecture of H.W. Lenstra is proved. Denote by pn/qn, n = 1,2,… the sequence ...
AbstractIn the study of simultaneous rational approximation of functions using rational functions wi...
AbstractIn this note we relate two methods of convergence acceleration for ordinary continued fracti...
"Natural extension of arithmetic algorithms and S-adic system". July 20～24, 2015. edited by Shigeki ...
AbstractGeneralizations of Śleszyński–Pringheim's convergence criteria for ordinary continued fracti...
AbstractWe introduce a new concept of correspondence for continued fractions, based on modified appr...
AbstractWe introduce a new concept of correspondence for continued fractions, based on modified appr...
AbstractIn the study of simultaneous rational approximation of functions using rational functions wi...
AbstractIn this paper we present a generalization to generalized continued fractions of Pringsheim's...
The study of arithmetical continued fractions has been restricted, for the most part, to the investi...
AbstractIn this note we compare two recent methods of convergence acceleration for ordinary continue...
AbstractIn this paper the connection between generalised continued fractions (de Bruin 1974)) and G-...
The paper deals with research of convergence for one of the generalizations of continued fractions -...
AbstractThis paper discusses an algorithm for generating a new type of continued fraction, a δ-fract...
Rational approximations to a square root $\sqrt{k}$ can be produced by iterating the transformation ...
AbstractThe following conjecture of H.W. Lenstra is proved. Denote by pn/qn, n = 1,2,… the sequence ...
AbstractIn the study of simultaneous rational approximation of functions using rational functions wi...
AbstractIn this note we relate two methods of convergence acceleration for ordinary continued fracti...
"Natural extension of arithmetic algorithms and S-adic system". July 20～24, 2015. edited by Shigeki ...
AbstractGeneralizations of Śleszyński–Pringheim's convergence criteria for ordinary continued fracti...
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