Computer Science ›› 2017, Vol. 44 ›› Issue (Z11): 308-311.doi: 10.11896/j.issn.1002-137X.2017.11A.065
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SHI Hai-zhong and SHI Yue
| [1] 王鼎兴,陈国良.互连网络结构分析[M].北京:科学出版社,1990. [2] BERMOND J C,PEYRAT C.De Brujin and Kautz networks:A competitor for the hypercube? [M]∥ Andre F,Verjus J P,eds.Hypercube and Distributed Computer.North-Holland:Elservier Science Publishers,1984:300-343. [3] 徐俊明.组合网络理论[M].北京:科学出版社,2007. [4] XU J M.Combinatorial Theory in Networks[M].Science Press,Beijing,2013. [5] ANDRE F,VERJUS J P.Hypercubes and Distributed Compu-ters[M].Amsterdam,New York,Oxford:North-Halland,1989. [6] LEIGHTON F T.Introduction to Parallel Algorithms and Ar-chitectures[M]∥Introduction to Parallel Algorithms and Architectures:Rings,Trees,Hypercubes.San Mateo,California:Morgan Kaufman Publishers,1992. [7] EFE K.A Variation on the hypercube with lower diameter[J].IEEE Transactions on Computers,1991,40(11):1312-1316. [8] EFE K.The crossed cube architecture for parallel computing[J].IEEE Transactions on Parallel and Distributed Systems,1992,3(5):31-42. [9] CULL P,LARSON S M.The Mbius cubes[J].IEEETransations on Computers,1995,44(5):647-659. [10] EL-AMAWY A,LATIFI S.Properties and performance of folded hypercubes[J].IEEE Transactions on Parallel and Distributed Systems,1991,2(3):31-42. [11] KULASINGHE P,BETTAYEB S.Embedding binary tree into crossed cubes[J].IEEE Transactions on Computers,1995,44(7):923-929. [12] 马美杰,徐俊明.Edeg-pancyclicity of crossed cubes[J].中国科学技术大学学报,2005,35(3):329-333. [13] FAN J X,LIN X L,JIA X H.Node-pancyclicity and edge-pancyclicity of crossed cubes[J].Information Processing Letters,2005,93(3):133-138. [14] XU M,XU J M.Edge-pancyclicity of Mbius cubes[J].Information Processing Letters,2005,9(4):136-140. [15] HUANG W T,CHEN W K,CHEN C H.Pancyclicity of Mbius cubes[C]∥Proceedings of the Ninth International Conference on Parallel and Distributed Systems(ICPADS’02).2002:591-596. [16] FAN J X.Hamilton-connectivity and cycle-embedding of Mbius cubes [J].Information Processing Letters,2005,93(3):133-138. [17] SIM E,YEBRA J L A.The vulnerability of diameter of folded cubes[J].Discrete Mathematics,1997,174(3):317-302. [18] XU J M,L M.On restricted edge-connectivity of regular di-graphs[J].Taiwan Journal of Mathematics,2005,9(4):661-670. [19] 师海忠.互连网络的新模型:多部群论模型[J].计算机科学,2013,40(9):21-24. [20] 师海忠.正则图连通圈:多种互连网络的统一模型[C]∥中国运筹学会第十届学术交流会论文集.2010:202-208. [21] 张欣,师海忠.交叉立方体连通圈网络的Hamilton 分解[J].软件,2015,36(8):92-98. [22] 王海锋,师海忠.Mbius 超立方体网络的Hamilton 分解[J].软件,2015,36(10):85-89. |
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