Karma Dajani and Cor Kraaikamp  Home/Search
Context
Related
| math.uu.nl/publications/pre...991.ps.gz Cached: PS.gz PS PDF This document uses CoBlitz to cache paper downloads. If your firewall is blocking outgoing connections to port 3125, you can use these links to download local copies.
Image Update HelpPS.gz PS PDF From: math.uu.nl/publications/Prepri... (more) (Enter author homepages) |
Rate this article:      (best)Comment on this article |
Abstract: this paper is to obtain a Gauss-Kusmin theorem for the OCF. To be more precise, we will show \Gamma among many other things \Gamma that for z 2 [\Gamma ; g] () f 2 [\Gamma 1 2 zg = ([\Gamma 1 ; g) with density d (x), given by (x) = ? ? ? ? ? ? ! ? ? ? ? ? ? 2x+1 2x 2 +2x+1 if \Gamma 2 x ! \Gammag log G x+1 +2x+2 if \Gamma g x ! 3 1\Gammax\Gammax (x +2x+2)(2x \Gamma2x+1) if 2 x ! g; (8) and where T is given by = [ 0; " n+1 b n+1 ; " n+2 b... (Update)
Similar documents (at the sentence level):
60.2%: A Gauss-Kusmin Theorem for Optimal Continued Fractions - Dajani, Kraaikamp (Correct)
Active bibliography (related documents): More All
0.5: A Note on the Approximation by Continued Fractions under an.. - Karma Dajani (1998) (Correct)
0.2: Structure Of Three-Interval Exchange Transformations I.. - Ferenczi, Holton.. (2001) (Correct)
0.2: Continued fraction transformations, Brjuno functions and BMO.. - Marmi, Moussa, al. (1995) (Correct)
Similar documents based on text: More All
0.6: `The Mother of All Continued Fractions' - Dajani, Kraaikamp (Correct)
0.6: The Mother of all Continued Fractions' - Dajani, Kraaikamp (Correct)
0.4: Equipartition of Interval Partitions and an Application to.. - Dajani, Fieldsteel (Correct)
BibTeX entry: (Update)
@misc{ and-gausskusmin,
author = "Karma Dajani And",
title = "A Gauss-Kusmin Theorem for Optimal Continued Fractions",
url = "citeseer.ist.psu.edu/562617.html" }
Citations (may not include all citations):42 Die Lehre von den Kettenbruchen (context) - Perron - 1929
5 a problem of Gauss (context) - Babenko - 1978
4 Optimal Continued Fractions (context) - Bosma - 1988
4 A new class of continued fraction expansions (context) - Kraaikamp - 1991
4 Metrical theory for a class of continued fraction transforma.. (context) - Nakada - 1981
2 Wiedijk -- Some metrical observations on the approximation b.. (context) - Bosma, Jager - 1983
2 Kraaikamp -- Generalization of a Theorem by Kusmin (context) - Dajani - 1994
2 expansions are Bernoulli shifts (context) - Kraaikamp - 1993
2 Ergodic Properties of Fibered Systems and Metric Number Theo.. (context) - Schweiger - 1995
2 Konstruktion und Theorie halbregelmassiger Kettenbruche mit .. (context) - Selenius - 1960
2 Sur un probl'eme de Gauss (context) - Kusmin - 1928
2 The distribution of certain sequences connected with the con.. (context) - Jager - 1986
2 Eine Bemerkung zu den verschiedenen Moglichkeiten eine Zahl .. (context) - Keller - 1939
2 Kraaikamp -- Metrical Theory for Optimal Continued Fractions (context) - Bosma - 1990
2 The Distribution of Continued Fraction Approximations (context) - Knuth - 1984
2 Kraaikamp -- Optimal approximation by optimal continued frac.. (context) - Bosma - 1991
2 Ein Gauss-Kusmin-Levy-Satz fur Kettenbruche nach nachstem Ga.. (context) - Rieger - 1978
2 Uber die mittlere Schrittanzahl bei Divisionsalgorithmen (context) - Rieger - 1978
2 The metrical theory of continued fractions to the nearer int.. (context) - Andrew, -- - 1980
1 Sur le loi de probabilit'e dont dependent les quotients comp.. (context) - L'evy - 1929
1 A very simple proof of a generalization of the Gauss-Kuzmin-.. (context) - Iosifescu
1 Metrische Theorie einer Klasse zahlentheoretischer Transform.. (context) - Schweiger
Documents on the same site (http://www.math.uu.nl/publications/Preprints/): More
Asymptotics in Quantum Statistics - Gill (Correct)
An Example of Non-Attainability of Expected Quantum.. - Barndorff-Nielsen, Gill (Correct)
Proof Nets for the Multimodal Lambek Calculus - Puite, Moot (1999) (Correct)
Online articles have much greater impact More about CiteSeer.IST Add search form to your site Submit documents Feedback
CiteSeer.IST - Copyright Penn State and NEC