상세 보기
FINITENESS OF COMMUTABLE MAPS OF BOUNDED DEGREE
- Lee, Chong Gyu;
- Ye, Hexi
Citations
WEB OF SCIENCE
0Citations
SCOPUS
0초록
In this paper, we study the relation between two dynamical systems (V, f) and (V, g) with fog = gof. As an application, we show that an endomorphism (respectively a polynomial map with Zariski dense, of bounded Preper(f)) has only finitely many endomorphisms (respectively polynomial maps) of bounded degree which are commutable with f.
키워드
height; preperiodic point; endomorphism; polynomial map; dynamical system; commutable maps; REGULAR AUTOMORPHISMS; CANONICAL HEIGHTS; MORPHISMS; ENDOMORPHISMS; VARIETIES; DYNAMICS; SPACE
- 제목
- FINITENESS OF COMMUTABLE MAPS OF BOUNDED DEGREE
- 저자
- Lee, Chong Gyu; Ye, Hexi
- 발행일
- 2015-01
- 유형
- Article
- 저널명
- 대한수학회보
- 권
- 52
- 호
- 1
- 페이지
- 45 ~ 56