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[1]X.G. Chen, M.Y. Sohn, Trees with equal strong roman domination number and roman domination number, Bulletin of the Korean Mathematical Society, 2019 (56): 31-44. (SCI)
[2] X.G. Chen, M.Y. Sohn, ON [1,2]-domination in trees, Communications of the Korean Mathematical Society, 2018(33): 631-638.
[3] X.G. Chen,X. Zhang, On a-total domination in prisms and mobius ladders, Utilitas Mathematica, 2018 (109): 337-349. (SCI)
[4] M.Y. Sohn, X.G. Chen, F.T .Hu, On Efficiently Total Dominatable Digraphs, Bulletin of the Malaysian Mathematical Sciences Society, 2018 (41):1749-1758. (SCI)
[5] X.G. Chen, K. Yin, T. Gao, A note on independent vertex–edge domination in graphs, Discrete Optimization, 2017(25):1-5. (SCI)
[6] X.G. Chen, T. Gao, A note on α-total domination in cubic graphs, Discrete Applied Mathematics, 2017(217): 718-721. (SCI)
[7] F.T. Hu, M.Y. Sohn, X.G. Chen, Total and paired domination numbers of Cm bundles over a cycle Cn, Journal of Combinatorial Optimization, 2016(32): 608-625. (SCI)
[8]X.G. Chen, S. Fujita, Downhill domination problem in graphs, Information Processing Letters, 2015(115):580-581. (SCI)
[9] X.G. Chen, J. Huang, Uniquely monopolar-partitionable block graphs, Discrete Mathematics and Theoretical Computer Science, 2014. (SCI)
[10] X.G. Chen, S. Fujita ,On diameter and inverse degree of chemical graphs, Applicable Analysis and Discrete Mathematics, 2013(SCI)
[11] X.G. Chen, M.Y. Sohn, Total dominations in p6-free graphs, Communications of the Korean Mathematical Society, 2013 (28): 857-863.
[12] H.Y. Chen, W.C. Shiu, X.G. Chen, P.K. Sun, On the total restrained domination number of direct products of graphs,Discussiones Mathematicae - Graph Theory, 2012 (32): 629-641. (SCI)
[13] X.G. Chen, D.X. Ma,Strong equality of domination parameters in graphs, Utilitas Mathematica, 2012,(88):367-380. (SCI)
[14]X.G. Chen, W.C. Shiu, New upper bound on the global defensive alliance number in treesElectronic ,Journal of Combinatorics, 2011(SCI)
[15] H.Y. Chen, X.G. Chen, X. Tan,On k-connected restrained domination in graphs, Ars Combinatoria, 2011(SCI)
[16] X.G. Chen, M.Y. Sohn ,Domination number of graphs without small cycles,Graph and
Combin. 2011(27):821-830. (SCI)
[17] X.G. Chen, S. Fujita, M.Y. Sohn Constructing connected bicritical graphs with edge-connectivity 2 , Discrete Applied Mathematics , 2012(SCI)
[18] X.G. Chen, M.Y. Sohn , Bounds on the locating-total domination number of a tree, Discrete
Applied Mathematics 159(8): 769-773 (2011) (SCI)
[19] X.G. Chen, W.C. Shiu, H.C. Wai, Triangle-free graphs with large independent domination number, Discrete Optimization 7(1-2): 86-92 (2010) (SCI)
[20] X.G. Chen, W.C. Shiu, A note on the domination dot-critical graphs ,Discrete Applied
Math, 157(18),3743-3745. (SCI)
[21] X.G. Chen, M.Y. Sohn,A note on the total domination vertex critical graphs,Ars Com-
bin.88 (2008)289-294 (SCI)
[22 X.G. Chen, W.C. Shiu, H.C. Wai, Upper bounds on paired-domination number,
Applied Math. Letters 21:11 (2008)1194-1198 (SCI)
[23] X.G. Chen, Tree with equal total domination and total restrained domination numbers, Discussiones
Math. Graph Theory,28(2008) 59-66 (SCI)
[24]X.G. Chen, Tree domatic number in graphs, Opuscula Mathematica, 27(1) 2007,1-7
[25] X.G. Chen, Vertices contained in all minimum paired-dominating sets of a tree, Czechoslovak Math. J.
57(1)(2007) 407-417 05C69 (SCI)
[26]H.M. Xing, X. Chen, X.G. Chen,A note on Roman domination in graphs,Discrete Math.
306 (2006) 3338-3340 05C69 (SCI)
[27 X.G. Chen,H.M. Xing, Domination parameters in Mycielski graphs, Util. Math. 71 (2006)
235-244 05C69 (SCI)
[28] X.G. Chen, L. Sun, H.M. Xing,An upper bound for domination number of 5-regular graphs,
Czechoslovak Math. J. 56 (2006) 1049-1061 05C69 (SCI)
[29] L. Zhang, D.L. Chen, X.G. Chen, The relationship between a graph's incidence coloring number and its Mycielski graph's incidence coloring number,Adv. Math. (China) 35
(2006) 171-177 05C15
[30] H.M. Xing, L. Sun, X.G. Chen , Domination in graphs of minimum degree _ve,Graphs
Combin. 22 (2006) 127-143 05C69 (SCI)
[31] X.G. Chen, On graphs with equal total domination and connected domination numbers. Appl. Math.
Lett. 19 (2006) 472-477 05C69 (SCI)
[32] H.M. Xing, L. Sun, X.G. Chen, On signed distance k-domination in graphs, Czechoslovak
Math. J. 56 (2006) 229-238 05C69 (SCI)
[33] X.G. Chen, The bondage number of planar graphs. (Chinese) Comm. Appl. Math. Comput. 19 (2005)
85-88 05C69
[34] H.M. Xing, L. Sun, X.G. Chen , On a generalization of signed total dominating functions of graphs, Ars Combin. 77 (2005) 205-215 05C69 (SCI)
[35] X.G. Chen, L. Sun, D.X. Ma, A note on graphs with largest total k-domination number,
Ars Combin. 77 (2005) 9-16 05C69 (SCI)
[36] X.G. Chen, L. Sun, Some new results on double domination in graphs.J. Math. Res. Expo-
sition 25 (2005) 451-456 05C69
[37] X.G. Chen, L. Sun, H.M. Xing, D.X Ma, A note on the independent domination number of subset graph.Czechoslovak Math. J. 55 (2005) 511-517 05Cxx (SCI)
[38] H.M. Xing, L. Sun, X.G. Chen, On signed majority total domination in graphs.Czechoslo-
vak Math. J. 55 (2005) 341-348 05C35 (SCI)
[39] X.G. Chen, L. Sun, D.X Ma On total restrained domination in graphs. Czechoslovak
Math. J. 55 (2005) 165-173 05C69 (05C35) (SCI)
[40]H.M. Xing, X.G. Chen, Bounds of minus paired-domination number in graphs. (Chinese)
J. Shandong Univ. Sci. Technol. Nat. Sci. 23 (2004) 72-74 05C69
[41] H.M. Xing, X.G. Chen ,Factor domination in graphs. (Chinese)J. Shandong Univ. Sci.
Technol. Nat. Sci. 23 (2004) 88-91 05C69
[42] X.G. Chen, L. Sun, H.M. Xing, Characterization of graphs with equal domination and connected domination numbers. Discrete Math. 289 (2004) 129-135 05C69 (SCI)
[43] X.G. Chen, L. Sun, A. McRae, Tree domination in graphs.Ars Combin. 73 (2004) 193-203
05C69 (SCI)
[44] X.G. Chen, D.X Ma , A note on connected bipartite graphs having independent domination number half their
order.Appl. Math. Lett. 17 (2004) 959-962 05C69 (SCI)
[45] X.G. Chen, L. Sun, D.X Ma , Connected domination critical graphs.Appl. Math. Lett.
17 (2004) 503-507 05C69 (SCI)
[46] H.M. Xing, L. Sun, X.G. Chen ,Signed total domination in graphs.J. Beijing Inst.
Technol. 12 (2003) 319-321 05C69
[47] X.G. Chen, L. Sun, D.X Ma , Bondage and reinforcement number for complete multipartite graph.J. Beijing Inst. Technol. 12 (2003) 89-91 05C69
[48]X.G. Chen, D.L. Chen, On incidence chromatic number of three classes of Cartesian product graphs. (Chinese)
Math. Econ. 19 (2002) 88-90 05C15
[49] X.G. Chen, D.L. Chen ,A new upper bound of the strong chromatic index. (Chinese) (with Chen, Dong Ling) Appl.Math. J. Chinese Univ. Ser. A 17 (2002) 264-268 05C15
[50] X.G. Chen, A new method for proving that complete multipartite graphs satisfy the total chromatic
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