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[1]张丽君,徐喜荣,耿彧,聂卫国,张选平.基于密钥流缓冲区和DNA动态编码的图像加密算法[J],大连理工大学学报,2019,59(5):543-550
[2]何振邦,徐喜荣,胡旭明,戴鑫邦.手背静脉识别系统的设计与实现[J],小型微型计算机系统,2019,40(3):628-634
[3]Zhao Lingqi,Xu Xirong,Bai Siqin,Zhang Huifeng,Yang Yuansheng.The crossing number of locally twisted cubes LTQ(n)[J],DISCRETE APPLIED MATHEMATICS,2018,247:407-418
[4]Zhang, Sijia,Xu, Xirong,Yin, Chun,Huang, Yazhen,Yang, Yuansheng.The Feedback Number of Knodel graph W-3,W-n[J],ARS COMBINATORIA,2018,140:397-409
[5]李盘林,赵铭伟,徐喜荣,李丽双,李伯章.奇数网格(或棋盘)德杰尼斯问题解法[J],大连理工大学学报,2018,58(2):209-212
[6]Zhang, Huifeng,Xu, Xirong,Guo, Jing,Yang, Yuansheng.Fault-Tolerant Hamiltonian Connectivity of Twisted Hypercube-Like Networks THLNs[J],IEEE ACCESS,2018,6:74081-74090
[7]李金泽,徐喜荣,潘子琦,李晓杰.改进的自适应谱聚类NJW算法[J],计算机科学,2017,44(z1):424-427,450
[8]Wang, Jian,Xu, Xirong,Gao, Liqing,Zhu, Dejun,Yang, Yuansheng.Feedback Vertex Set in Alternating Group Graphs[J],UTILITAS MATHEMATICA,2017,103:237-243
[9]李盘林,赵铭伟,徐喜荣,李丽双,李伯章.德杰尼斯五后问题泛化研究[J],大连理工大学学报,2017,57(3):327-330
[10]Xu, Xirong,Soomro, Pir Dino,Zhang, Huifeng,Jiang, Huijun,Liu, Cong.Decycling Number of Crossed Cubes CQ(n)[A],2017 13TH INTERNATIONAL CONFERENCE ON COMPUTATIONAL INTELLIGENCE ANDSECURITY (CIS),2017,145-150
[11]徐喜荣.Decycling number of Crossed Cubes CQn[A],13th International Conference on Computational Intelligence and Security (CIS),2017,145-150
[12]徐喜荣.The Decycling Number of (n,k)-Arrangement Graphs An,k[J],International Journal of Pure and Applied Mathematics,2017,116(2):437-446
[13]Yang, Yuansheng,Lv, Bo,Zheng, Baigong,Xu, Xirong,Zhang, Ke.The crossing number of pancake graph P-4 is six[J],ARS COMBINATORIA,2017,131:43-53
[14]Wang, Haoli,Xu, Xirong,Yang, Yuansheng,Liu, Bao,Zheng, Wenping,Wang, Guoqing.An upper bound for the crossing number of locally twisted cubes[J],ARS COMBINATORIA,2017,131:87-106
[15]Zheng, Baigong,Yang, Yuansheng,Xu, Xirong.An upper bound for the crossing number of bubble-sort graph B-n[J],UTILITAS MATHEMATICA,2016,101:309-328
[16]张思佳,徐喜荣,杨元生,尹春.一种求解Kautz图K(d,n)反馈数的改进算法[J],小型微型计算机系统,2016,37(10):2279-2284
[17]李盘林,赵铭伟,徐喜荣,李丽双,李伯章.德杰尼斯五后问题求解方法[J],大连理工大学学报,2016,56(3):304-308
[18]徐喜荣,黄亚真,张思佳,董学智.广义Kautz有向图GK(3,n)的反馈数的界[J],计算机科学,2016,43(5):13-21
[19]Xu, Xirong,Huang, Yazhen,Zhang, Peng,Zhang, Sijia.Fault-tolerant vertex-pancyclicity of locally twisted cubes LTQ(n)[J],JOURNAL OF PARALLEL AND DISTRIBUTED COMPUTING,2016,88:57-62
[20]徐喜荣.Fault-tolerant vertex-pancyclicity of locally twisted cubes[J],Journal of Parallel and Distributed Computing,2016,88(2):57-62
[21]徐喜荣,王凡.Conditional Edge fault-Tolerant Hamiltonian-Connected of Locally Twisted Cubes LTQn[A],2016 International Conference on Network and Information Systems for Computers,2016,1(1):145-150
[22]Xu, Xirong,Su, Hang,Zhang, Sijia,Wang, Fan.Conditional Edge fault-Tolerant Hamiltonian-Connected of Locally Twisted Cubes LTQ(n)[A],2016 INTERNATIONAL CONFERENCE ON NETWORK AND INFORMATION SYSTEMS FORCOMPUTERS (ICNISC),2016,145-150
[23]高立青,王延章,徐喜荣.基于最短时间碎片的在线生产调度算法研究[J],系统工程理论与实践,2015,35(12):3074-3082
[24]Wang, Jian,Xu, Xirong,Gao, Liqing,Zhang, Sijia,Yang, Yuansheng.Decycling bubble sort graphs[J],DISCRETE APPLIED MATHEMATICS,2015,194:178-182
[25]Zhang, Sijia,Xu, Xirong,Yin, Chun,Cao, Nan,Yang, Yuansheng.Feedback Numbers of Augmented Cubes AQ(n)[J],UTILITAS MATHEMATICA,2015,97:183-192
[26]Gao, Liqing,Xu, Xirong,Wang, Jian,Zhu, Dejun,Yang, Yuansheng.The decycling number of generalized Petersen graphs[J],DISCRETE APPLIED MATHEMATICS,2015,181:297-300
[27]徐喜荣.Improved feedback vertex sets in Kautz digraphs K (d, n)[A],Proceedings - 2014 10th International Conference on Computational Intelligence and Security,2015,161-165
[28]Wang, Haoli,Xu, Xirong,Yang, Yuansheng,Wang, Guoqing.On the Domination Number of Generalized Petersen Graphs P(ck, k)[J],ARS COMBINATORIA,2015,118:33-49
[29]Xu, Xirong,Yin, Chun,Zhang, Sijia,Huang, Yazhen.Improved Feedback Vertex Sets in Kautz Digraphs K(d, n)[A],10th International Conference on Computational Intelligence and SecurityCIS 2014,2014,161-165
[30]Xu, Xirong,Wang, Baocai,Wang, Jian,Zhang, Yong,Yang, Yuansheng.Feedback Number of (n, k)-Star Graphs[J],UTILITAS MATHEMATICA,2014,95:51-63
[31]Wei, Hai,Lin, Xiaohui,Xu, Xirong,Li, Lishuang,Zhang, Weijian,Wang, Xiaomei.A Novel Ensemble Classifier Based on Multiple Diverse Classification Methods[A],11th International Conference on Fuzzy Systems and Knowledge Discovery(FSKD),2014,301-305
[32]吕波,徐喜荣,杨元生,张科,郑百功.星图S4的交叉数[J],大连理工大学学报,2014,54(4):469-476
[33]赵铭伟,于晓晨,徐喜荣,江荣安.一种改进的 CHAP 方案[J],信息网络安全,2014,7:75-80
[34]Lei Wang,Xirong Xu,Yang Yuansheng,Di Ming,Dong Xuezhi.Feedback Number of Generalized Kautz Digraphs GK(2,n)[J],ARS COMBINATORIA,2014,116:147-160
[35]张思佳,徐喜荣,刘聪,曹楠,杨元生.关于局部扭立方体的反馈数[J],大连理工大学学报,2014,54(2):262-266
[36]Zhang, S.,Xu, X.,Liu, C.,Yang, Y..Feedback numbers of flower snark and related graphs[J],International Journal of Pure and Applied Mathematics,2014,93(4):541-547
[37]赵铭伟,徐喜荣,江荣安.一种改进的CHAP方案[J],信息网络安全,2014,163:75-80
[38]Wang, Haoli,Xu, Xirong,Yang, Yuansheng,Zhang, Baosheng.Some Graphs with Double Domination Subdivision Number Three (vol 30, pg 247, 2014)[J],GRAPHS AND COMBINATORICS,2014,30(1):253-253
[39]Wang, Haoli,Xu, Xirong,Yang, Yuansheng,Zhang, Baosheng.Some Graphs with Double Domination Subdivision Number Three[J],GRAPHS AND COMBINATORICS,2014,30(1):247-251
[40]Wang, Haoli,Xu, Xirong,Yang, Yuansheng,Ji, Chunnian.Roman domination number of Generalized Petersen Graphs P(n, 2)[J],ARS COMBINATORIA,2013,112:479-492
[41]徐喜荣,曹楠,张勇,高立青,彭旭庐,林晓惠.折叠立方体网络Qfn Laplace矩阵的谱[J],大连理工大学学报,2013,53(5):777-780
[42]Yang, Yuansheng,Zheng, Baigong,Xu, Xirong.The crossing number of the generalized Petersen graph P(10,3) is six[J],INTERNATIONAL JOURNAL OF COMPUTER MATHEMATICS,2013,90(7):1373-1380
[43]Zhou S.,Wang J.,Xu X.,Xu J.-M..Conditional fault diagnosis of bubble sort graphs under the PMC Model[A],2012 International Conference of Intelligence Computation and Evolutionary Computation, ICEC 2012,2012,180 AISC:53-59
[44]Wang, Haoli,Xu, Xirong,Yang, Yuansheng,Lu, Kai.Liar's Domination Number of Generalized Petersen Graphs P(n, 1) and P(n, 2)[J],UTILITAS MATHEMATICA,2012,88:317-335
[45]Wang, Jian,Xu, Xirong,Zhu, Dejun,Gao, Liqing,Xu, Jun-Ming.On the bounds of feedback numbers of (n, k)-star graphs[J],INFORMATION PROCESSING LETTERS,2012,112(12):473-478
[46]张勇,林皋,刘俊,徐喜荣.等几何分析法应用于偏心柱面静电场问题[J],电波科学学报,2012,27(1):177-183
[47]张勇,林皋,胡志强,徐喜荣.等几何分析方法求解静电场非齐次边值问题[J],电波科学学报,2012,27(5):997-1004
[48]Xu X.,Wang J.,Xu J.-M.,Cao Y..Feedback numbers of Kautz undirected graphs[J],Australasian Journal of Combinatorics,2012,52:3-9
[49]徐喜荣.Conditional fault diagnosis of bubble sort graphs under the PMC Model[A],2012,180(7):53-59
[50]徐喜荣,杨元生.Liars domination number of generalized Petersen graphs P(n,1)and P(n,2)[J],Utilitas Mathematics,2012,88(3):317-335
[51]张勇,林皋,胡志强,徐喜荣.基于移动相似中心的比例边界有限元方法[J],计算力学学报,2012,29(5):726-733
[52]Xu X.,Deng A.,Zhai W..An important property about vertex distance of crossed cubes CQ n[A],2011 7th International Conference on Computational Intelligence and Security, CIS 2011,2011,222-225
[53]Xu X.,Cao J.,Feng Q.,Li X.,Wang R.,Hausser R..DBS analysis of Chinese noun phrases[A],7th International Conference on Natural Language Processing and Knowledge Engineering, NLP-KE 2011,2011,272-279
[54]Xu, Xirong,Xu, Jun-Ming,Cao, Yongchang.BOUNDS ON FEEDBACK NUMBERS OF DE BRUIJN GRAPHS[J],TAIWANESE JOURNAL OF MATHEMATICS,2011,15(3):1101-1113
[55]Xu, Xirong,Zhai, Wenhua,Xu, Jun-Ming,Deng, Aihua,Yang, Yuansheng.Fault-tolerant edge-pancyclicity of locally twisted cubes[J],INFORMATION SCIENCES,2011,181(11):2268-2277
[56]Wang, Haoli,Xu, Xirong,Yang, Yuansheng,Lu, Kai.On the distance paired domination of generalized Petersen graphs P(n,1) and P(n,2)[J],JOURNAL OF COMBINATORIAL OPTIMIZATION,2011,21(4):481-496
[57]Wang, Haoli,Xu, Xirong,Yang Yuansheng,Wang, Lei.On the 3-gamma(t)-Critical Graphs of Order Delta(G)+3[J],UTILITAS MATHEMATICA,2011,84:273-285
[58]Wang, Haoli,Xu, Xirong,Yang, Yuansheng,Zhang, Baosheng,Luo, Meiqin,Wang, Guoqing.Radio number of ladder graphs[J],INTERNATIONAL JOURNAL OF COMPUTER MATHEMATICS,2011,88(10):2026-2034
[59]徐喜荣,曹楠,吉日木图,董学智,王保才,王磊.关于折叠立方体的反馈数[J],大连理工大学学报,2011,51(5):761-765
[60]Wang H.,Xu X.,Yuansheng Y.,Wang L..On the 3- t-Critical Graphs of Order (G) + 3[J],Utilitas Mathematica,2011,84:273-285
[61]徐喜荣.An important property about vertex distance of Crossed Cubes CQn[A],Proceedings - 2011 7th International Conference on Computational Intelligence and Security, CIS 2011,2011,222-225
[62]Wang, Haoli,Xu, Xirong,Yang, Yuansheng,Wang, Guoqing,Lue, Kai.On the Distance Paired-Domination of Circulant Graphs[J],BULLETIN OF THE MALAYSIAN MATHEMATICAL SCIENCES SOCIETY,2011,34(1):1-19
[63]Zhou, Jianqin,Xu, Xirong.On infinite families of optimal double-loop networks with non-unit steps[J],ARS COMBINATORIA,2010,97A:81-95
[64]Jirimutu,Xu, Xirong,Feng, Wei,Bao, Yulan.Proof of a conjecture on the gracefulness of a digraph[J],UTILITAS MATHEMATICA,2010,81:255-264
[65]徐喜荣.Wide Diameter of Generalized Petersen Graphs[J],数学研究与评论,2010,30:562-566
[66]徐喜荣.A characterization of (gamma(t), 2 gamma)-block graphs[J],Utilitas Mathematica,2010,82(2):155-159
[67]Xu, Xirong,Cao, Yongchang,Xu, Jun-Ming,Wu, Yezhou.Feedback numbers of de Bruijn digraphs[J],COMPUTERS & MATHEMATICS WITH APPLICATIONS,2010,59(2):716-723
[68]Yang Yuansheng,Xi Yue,Xu Xirong,Meng Xinhong,Haque, Khandoker Mohammed Mominul.Super Edge-Magic Labelings of Book Graphs B-n[J],ARS COMBINATORIA,2009,93:431-438
[69]Xu, Xirong,Yang Yuansheng,Ming, Di.Feedback Vertex Set of Generalized De Brulin Digraphs GB(d, n)[J],UTILITAS MATHEMATICA,2009,79:107-124
[70]Xu, Xirong,Jirimutu,Wang, Lei,Min, Zhao.On the Gracefulness of the Digraphs n-(C)over-right-arrow(m)[J],ARS COMBINATORIA,2009,92:419-428
[71]刘鸣鸣,林晓惠,李勇,孙烈,孔宏伟,徐喜荣,杨元生.朴素贝叶斯的二次建模及在卷烟GC-TOFMS指纹分类上的应用[A],第十七届全国色谱学术报告会,2009,1119-1121
[72]Lue, Min,Chen, Guo-Liang,Xu, Xi-Rong.On super edge-connectivity of product graphs[J],APPLIED MATHEMATICS AND COMPUTATION,2009,207(2):900-306
[73]Xu, Xirong,Yuansheng, Yang,Han, Lizhong,Huijun, Li.The Graphs C(13)(t) are Graceful for t equivalent to 0, 3 (mod 4)[J],ARS COMBINATORIA,2009,90:25-32
[74]曹永昌,徐俊明,徐喜荣.超环面图上的约束数[J],中国科学技术大学学报,2009,39(3):225-228
[75]Xu X.,Jirimutu,Wang L.,Min Z..On the gracefulness of the digraphs n - C m[J],Ars Combinatoria,2009,92:419-428
[76]徐喜荣.On the gracefulness of the digraphs n.Cm[J],Journal of Systems Science and Information,2009,7(3):281-288
[77]徐喜荣.On the Gracefulness of the Digraphs n-Cm[J],Ars Combinatoria,2009,92(7):419-428
[78]徐喜荣,杨元生.On the Domination Number of Knodel Graph W3,n[J],International Journal of Pure and Applied Math,2009,50(4):553-558
[79]徐喜荣,杨元生.Feedback Vertex Set of Generalized De Bruijn Digraphs GB(d,n)[J],Utilitas Mathematica,2009,79(7):107-124
[80]徐喜荣,杨元生.The graphs C13t are graceful for t≡0,3mod4[J],Ars Combinatoria,2009,90(1):25-32 [81]Xu, Xirong,Xu, Jun-Ming,Lue, Min,Zhang Baosheng,Nan, Cao.On (a, d)-Antimagic Labelings of Generalized Petersen Graphs[J],ARS COMBINATORIA,2009,90:411-421
[82]Xueliang F.,Xu X.,Yuansheng Y.,Feng X..On the domination number of Kn?del graph W3,n[J],International Journal of Pure and Applied Mathematics,2009,50(4):553-558
[83]Xu Xirong,Yang Yuansheng,Li Huijun,Xi Yue.The graphs C(11)((t)) are graceful for t equivalent to 0, 1 (mod 4)[J],ARS COMBINATORIA,2008,88:429-435
[84]徐喜荣.On the Harmoniousness of the Gear Graph[J],Journal of systems science and information,2008,3:353-359
[85]徐喜荣.On the gracefulness of the digraphs n-Cm for m Odd[J],Journal of Prime Research in Mathematics,2008,4:118-126
[86]徐喜荣,杨元生,奚悦.The graphs C11t are graceful for t≡0,1 mod 4[J],Ars Combinatoria,2008,88:429-435
[87]Xu Xirong,Yang Yuansheng,Xi Yue,Li Huijun.On (a,d)-antimagic labelings of generalized Petersen graphs P(n,3)[J],ARS COMBINATORIA,2008,86:23-31
[88]Yang Yuansheng,Xu Xirong,Xi Yue,Li Huijun.The Graphs C-9((t)) are graceful for t=0, 3 (mod 4)[J],ARS COMBINATORIA,2007,85:361-368
[89]徐喜荣,周建钦,汪光阳.关于非单位步长的紧优双环网络G(N;r,s)[J],大连理工大学学报,2007,47(2):305-312
[90]徐喜荣,周建钦,汪光阳.On infinite family of Tight Double Loop Networks[J],Acta Mathematicae Applicatae Sinica,2007,30:129-137
[91]杨元生,徐喜荣,奚悦.The graphs C7t are graceful for t≡0,1mod 4[J],Ars Combinatoria,2006,79:295-301
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