个人简历

教育背景\r
1998年4月-2000年3月，日本大阪市立大学，获理学硕士学位\r
2000年4月-2003年3月，日本大阪市立大学，获理学博士学位\r
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工作简历\r
2004年5月-2006年6月，清华大学数学系，博士后\r
2006年7月-至今，北航数学与系统科学学院，任教\r
2012年2月-2013年2月，日本大阪市立大学，访问学者\r
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所获奖励\r
评为北航第九届“我爱我师”十佳优秀教师、获课堂实践教学一等奖，校研究生教学成果一等奖，本科生教学成果一等奖，二等奖以及校工会先进个人等近20项项荣誉

研究领域

"主要集中在序列极大模式复杂度和分形几何的研究"

近期论文

Zeng C , Xue Y , Zhou M . FRACTAL NETWORKS ON SIERPINSKI-TYPE POLYGON[J]. Fractals, 2020.\r
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Huang ,Y. ,  Zhang,H.,  Zeng, C , Xue,Y. Scale-free and small-world properties of a multiple-hub network with fractal structure[J]. Physica A: Statistical Mechanics and its Applications, 2020, 558:125001.\r
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Cheng, K. , Chen，D,  Xue, Y. , &  Zhang, Q.  (2020). The scale-free and small-world properties of complex networks on sierpinski-type hexagon. Fractals, 28(3).\r
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Wang D. , Xue Y. , Zhang Q. , et al. Scale-free and Small-world properties of a special hierarchical network， [J]. Fractals, 2019.\r
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Q. Zhang, Y. Xue, D. Wang, M. Niu. Asymptotic formula on average path length in a hierarchical scale-free network with fractal structure[J]. Chaos, Solitons and Fractals: the interdisciplinary journal of Nonlinear Science, and Nonequilibrium and Complex Phenomena,2019,122.\r
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 J. He, Y. Xue. Scale-free and small-world properties of hollow cube networks[J]. Chaos, Solitons and Fractals: the interdisciplinary journal of Nonlinear Science, and Nonequilibrium and Complex Phenomena,2018,113.\r
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 Xue Y , Zhou D . Asymptotic formula on average path length of a special network based on Sierpinski carpet[J]. Fractals-complex Geometry Patterns & Scaling in Nature & Society, 2018(480).\r
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Xue, Yu-Mei; Kamae, Teturo H lder equivalence of homogeneous Moran sets.Publ. Math. Debrecen 89 (2016), no. 1-2, 233–242.\r
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Xue, Yu-Mei; Kamae, Teturo Local time of self-affine sets of Brownian motion type—revisited. J. Math. Anal. Appl. 437 (2016), no. 1, 638–644.\r
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Xue, Yu-Mei; Li, La-na Digit sets for self-similar tiles. Acta Math. Appl. Sin. Engl. Ser. 31 (2015), no. 2, 493–498.\r
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Kamae, Teturo; Xue, Yu-Mei An easy criterion for randomness. Sankhya A 77(2015), no. 1, 126–152. \r
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Li, Ya; Xue, Yumei Dynamical behavior of a food chain model with prey toxicity.Appl. Math. Comput. 242 (2014), 551–561.\r
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Xue, Yu-Mei; Kamae, Teturo Local time of self-affine sets of Brownian motion type and the jigsaw puzzle problem. J. Math. Anal. Appl. 419 (2014), no. 1, 79–93. \r
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Xue, Yu-Mei; Kamae, Teturo Multifractal analysis for a class of homogeneous Moran constructions. Chaos Solitons Fractals 53 (2013), 52–59.\r
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Xue, YuMei; Kamae, Teturo Hausdorff dimension of Moran sets with increasing spacing. Sci. China Math.56 (2013), no. 3, 553–560. \r
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Xue, Yu-Mei; Kamae, Teturo Maximal pattern complexity, dual system and pattern recognition. Theoret. Comput. Sci. 457 (2012), 166–173.\r
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Y-M.Xue and X.Zhang, Discontinuity of dimension on parameters for a class of homogeneous Moran sets, Acta Mathematicae Applicatae Sinaca，34：1（2011），149-153.\r
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Y-M. Xue and L-N.Li ,Tile digit sets of integral self-affine tilings，Chinese Journal of Engineering Mathematics, 27：6(2010)1129-1132.\r
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Y-H.Qu, H.Rao, Z-Y.Wen, Y-M. Xue, Maximal pattern complexity of higher dimensioal words，J.combin.Theory ser.A，117:5(2010),489-506.\r
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T. Kamae, H.Rao, B. Tan,Y-M. Xue, Super-stationary set, Subword problem and the Complexity，Discrete Math 309(2009), 4417-442.\r
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Y-M. Xue and T. Kamae, Partitions by congruent sets and optimal positions, Ergod. Th. & Dynam. Sys. (2011), 31, 613–629.\r
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H.Rao and Y.M. Xue，Tile Z^2 with translations of one set, Discrete Math. Theor. Comput. Sci. 8(2006), 129--140.\r
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T. Kamae ，H.Rao，Y-M. Xue, Maximal pattern complexity of two-dimensional words, Theoretical Computer Science 359(2006), 15-27.\r
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T. Kamae, H.Rao, B. Tan,Y-M. Xue, Language Structure of Pattern Sturmian Words, Discrete Math 306(2006), 1651-1668.\r
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N．Gjini，T. Kamae, B. Tan，Y-M. Xue, Maximal pattern complexity for Toeplitz words, Ergodic Theory and Dynamic Systems 26(2006), 1073-1086.\r
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Kamae，T and Yu-Mei，X.,Two dimensional word with 2k maximal pattern complexity, Osaka J. Math 41:2(2004), 257-265.