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CONTINUED FRACTIONS AND THE DENSITY OF GRAPHS OF SOME FUNCTIONS
- Chae, Hi-joon;
- Jun, Byungheup;
- Lee, Jungyun
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3초록
We consider some simple periodic functions on the field of rational numbers with values in Q/Z which are de fined in terms of lowest-term-expression of rational numbers. We prove the density of graphs of these functions by constructing explicitly points on the graphs close to a given point using continued fractions.
키워드
continued fractions; Dedekind sums
- 제목
- CONTINUED FRACTIONS AND THE DENSITY OF GRAPHS OF SOME FUNCTIONS
- 저자
- Chae, Hi-joon; Jun, Byungheup; Lee, Jungyun
- 발행일
- 2017-06
- 유형
- Article
- 저널명
- 한국수학논문집
- 권
- 25
- 호
- 2
- 페이지
- 137 ~ 145