AbstractWe introduce a class of continued fraction expansions called Oppenheim continued fraction (OCF) expansions. Basic properties of these expansions are discussed and metric properties of the digits occurring in the OCF expansions are studied
AbstractIn this paper we obtain some metrics results about large partial quotients in the continued ...
Metric properties of Denjoy's canonical continued fraction expansion are studied, and the natural ex...
Metric properties of Denjoy's canonical continued fraction expansion are studied, and the natural ex...
AbstractIn 2002, Hartono, Kraaikamp and Schweiger introduced the Engel continued fractions (ECF), wh...
AbstractIn Schweiger (2003) [1], Fritz Schweiger introduced the algorithm of the generalized continu...
A new continued fraction expansion algorithm, the so-called -expansion, is introduced and some of it...
In this paper we consider continued fraction (CF) expansions on intervals different from [0,1]. For ...
In this paper we consider continued fraction (CF) expansions on intervals different from [0,1]. For ...
In this thesis we will deal with continued fractions, an expression which allow us to represent diff...
AbstractThe α-continued fraction is a modification of the nearest integer continued fractions taking...
The study of arithmetical continued fractions has been restricted, for the most part, to the investi...
In this thesis we will deal with continued fractions, an expression which allow us to represent diff...
University of Minnesota M.S. thesis. May 2013. Major: Applied and Computational Mathematics. Advisor...
AbstractRecently the author introduced a new class of continued fraction expansions, the S-expansion...
A new family of continued fractions expansions is introduced by combining two existing family's (2-e...
AbstractIn this paper we obtain some metrics results about large partial quotients in the continued ...
Metric properties of Denjoy's canonical continued fraction expansion are studied, and the natural ex...
Metric properties of Denjoy's canonical continued fraction expansion are studied, and the natural ex...
AbstractIn 2002, Hartono, Kraaikamp and Schweiger introduced the Engel continued fractions (ECF), wh...
AbstractIn Schweiger (2003) [1], Fritz Schweiger introduced the algorithm of the generalized continu...
A new continued fraction expansion algorithm, the so-called -expansion, is introduced and some of it...
In this paper we consider continued fraction (CF) expansions on intervals different from [0,1]. For ...
In this paper we consider continued fraction (CF) expansions on intervals different from [0,1]. For ...
In this thesis we will deal with continued fractions, an expression which allow us to represent diff...
AbstractThe α-continued fraction is a modification of the nearest integer continued fractions taking...
The study of arithmetical continued fractions has been restricted, for the most part, to the investi...
In this thesis we will deal with continued fractions, an expression which allow us to represent diff...
University of Minnesota M.S. thesis. May 2013. Major: Applied and Computational Mathematics. Advisor...
AbstractRecently the author introduced a new class of continued fraction expansions, the S-expansion...
A new family of continued fractions expansions is introduced by combining two existing family's (2-e...
AbstractIn this paper we obtain some metrics results about large partial quotients in the continued ...
Metric properties of Denjoy's canonical continued fraction expansion are studied, and the natural ex...
Metric properties of Denjoy's canonical continued fraction expansion are studied, and the natural ex...
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