Ergodic Properties of Continued Fraction Algorithms

Hartono, Yusuf (2003) Ergodic Properties of Continued Fraction Algorithms. Delft University Press, The Netherlands. ISBN 90-407-2381-8

Preview	Text its_hartono_20030203.pdf Download (1MB) | Preview
Preview	Text (Curriculum Vitae) Pages_from_its_hartono_20030203.pdf Download (127kB) | Preview

Abstract

This thesis consists of five papers concerning continued fraction expansions in connection with ergodic theory. Most of them deal with metrical properties of continued fraction algorithms. Other aspects like approximation coefficients are also studied here. Relationships among different continued fraction expansions are developed via the singularization and insertion processes.

Item Type:	Book
Uncontrolled Keywords:	metric fractions ? arithmetric fractions ? continued fractions
Subjects:	Q Science > QA Mathematics > QA1-939 Mathematics > QA612 Mathematica (Computer file) Algebraic topology. Group theory. Manifolds (Mathematics)
Divisions:	06-Faculty of Education and Educational Science > 84202-Mathematics Education (S1)
Depositing User:	backup admin
Date Deposited:	09 Jan 2020 07:11
Last Modified:	09 Jan 2020 07:11
URI:	http://repository.unsri.ac.id/id/eprint/23471

Actions (login required)

View Item