Computer Science ›› 2016, Vol. 43 ›› Issue (5): 13-21.doi: 10.11896/j.issn.1002-137X.2016.05.003
Previous Articles Next Articles
XU Xi-rong, HUANG Ya-zhen, ZHANG Si-jia and DONG Xue-zhi
| [1] Xu Xi-rong,Wang Bao-cai,Yang Yuan-sheng.Feedback Number of (n,k)-Star Graphs[J].Utilitas Mathematica,2014,95:51-63 [2] Garey M R,Johnson D S.Computers and Intractability [M].Freeman,San Francisco,CA,1979 [3] Kautz W H.Design of optimal interconnection networks formultiprocessors[J].Architecture and Design of Digital Compu-ters,Nato Advanced Summer Institute,1969:249-272 [4] Kralovivc R,Rvuzivcka P.Minimum feedback vertex sets inshuffle-based interconnection networks[J].Information Proces-sing Letters,2003,86:191-196 [5] Xu Jun-ming,Wu Ye-zhou,Huang Jia.Feedback Number ofKautz Digraphs[J].Discrete Math,2007,307(13):1589-1599 [6] Xu Xi-rong,Cao Yong-chang,Xu Jun-ming,et al.FeedbackNumbers of De Bruijn Digraphs[J].Computer and Mathematics with Applications,2010,59:716-723 [7] Xu Xi-rong,Xu Jun-ming,Cao Yong-chang.Bounds on Feedback Numbers of De Bruijn Graphs[J].Taiwanese Journal of Mathematics,2011,15:1101-1113 [8] Xu Xi-rong,Yang Yuan-sheng,Ming Di.Feedback Vertex Set of Generalized De Bruijn Digraphs GB(d,n)[J].Utilitas Math,2009,79:107-124 [9] Xu Xi-rong,Yin Chun,Zhang Si-jia,et al.Improved FeedbackVertex Sets in Kautz Digraphs K(d,n) [C]∥International Conference on Computational Intelligence and Security.Kunming,China,2014,IEEE,2014:161-165 [10] Wang Lei,Xu Xi-rong,Yang Yuan-sheng,et al.Feedback Number of Generalized Kautz Digraphs GK(2,n)[J].Ars Combinatoria,2014,116:147-160 |
| No related articles found! |
|
||
Home