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다국어 초록 (Multilingual Abstract)

Let Kn,n denote the complete bipartite graph with n vertices in each part. In this paper, we will determine necessary and sufficient conditions for the existence of Short Track cyclic m-cycle systems of Kn,n for integers 30 < m 100 and m 0 (mod 4).

Let Kn,n denote the complete bipartite graph with n vertices in each part. In
this paper, we will determine necessary and sufficient conditions for the existence of Short Track
cyclic m-cycle systems of Kn,n for integers 30 < m 100 and m 0 (mod 4).

참고문헌 (Reference)

1 A. Blinco, "On the cyclic decomposition of complete graphsinto almost-bipartite graphs" 284 : 71-81, 2004

2 A. Kotzig, "On decompositions of the complete graph into 4k-gons" 15 : 227-233, 1965

3 M. Buratti, "Existence of cyclick-cycle systems of the complete graph" 26 : 113-225, 2003

4 D. Sotteau, "Decomposition of Km m into cycles" 75-81, 1981

5 H. Fu, "Cyclically decomposing the complete graphs into cycles" 282 : 267-273, 2004

6 Wenwen Sun, "Cyclic m-Cycle Systems of Kn" 30 : preprint

7 A. Vietri, "Cyclic k-cycle systems of order 2kn + k: a solution of the last open cases" 12 : 299-310, 2004

8 M. Buratti, "Cyclic hamiltonian cycle systems of the complete graph" 279 : 107-119, 2004

1 A. Blinco, "On the cyclic decomposition of complete graphsinto almost-bipartite graphs" 284 : 71-81, 2004

2 A. Kotzig, "On decompositions of the complete graph into 4k-gons" 15 : 227-233, 1965

3 M. Buratti, "Existence of cyclick-cycle systems of the complete graph" 26 : 113-225, 2003

4 D. Sotteau, "Decomposition of Km m into cycles" 75-81, 1981

5 H. Fu, "Cyclically decomposing the complete graphs into cycles" 282 : 267-273, 2004

6 Wenwen Sun, "Cyclic m-Cycle Systems of Kn" 30 : preprint

7 A. Vietri, "Cyclic k-cycle systems of order 2kn + k: a solution of the last open cases" 12 : 299-310, 2004

8 M. Buratti, "Cyclic hamiltonian cycle systems of the complete graph" 279 : 107-119, 2004

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2024	평가예정	해외DB학술지평가 신청대상 (해외등재 학술지 평가)
2021-01-01	평가	등재학술지 선정 (해외등재 학술지 평가)
2020-12-01	평가	등재 탈락 (해외등재 학술지 평가)
2013-10-01	평가	등재학술지 선정 (기타)
2011-01-01	평가	등재후보학술지 유지 (기타)
2008-04-08	학회명변경	한글명 : 장전수리과학회 -> 장전수학회(章田數學會)
2008-01-01	평가	SCOPUS 등재 (신규평가)