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基本信息 The basic information
姓名: 陆由

学院: 数学与统计学院


学历: 博士研究生毕业

学位: 博士


职称: 教授

职务:


学科: 数学





工作经历 Work Experience
2020.08 - 至今 西北工业大学 教授
2014.08 - 2015.08 西弗吉尼亚大学 访问****
2014.05 - 2020.07 西北工业大学 副教授
2010.06 - 2014.04 西北工业大学 讲师
2001.07 - 2006.08 安徽理工大学 助教



教育经历 Education Experience
2006.09 - 2010.06 中国科学技术大学 理学博士
1997.09 - 2001.07 陕西师范大学 理学学士




招生信息 Admission Information
在基础数学、应用数学、运筹与控制论专业招硕士研究生



荣誉获奖 Awards Information
《代数与几何》课程入选西北工业大学2013年教学与考试模式改革课程，2014年其验收结果为优秀；
2013年，获陕西省工业与应用数学学会青年优秀论文一等奖；
2013年，获西北工业大学“优秀班主任”称号；
2013年，指导本科生申报国家级大学生创新计划项目“乘积图的控制及其算法研究”，并获得批准；
2013年，在西北工业大学教师讲课比赛中，获初、中专业技术职务组一等奖。
2013年，开始指导大学生参加国际大学生数学建模竞赛，获一等奖、二等奖多项；
2012年，在陕西省高校青年数学教师授课交流活动中，获“讲课优秀示范奖”；
2010、2011年，两次参加西北工业大学理学院青年教师讲课比赛，均获一等奖。




科学研究 Scientific Research
科研项目
1. 主持的科研项目
[6] 陕西省自然科学基金面上项目, 6-流猜想及相关问题研究(2020JM-083), 2020.01-2021.12.
[5] 国家自然科学基金面上项目, 符号图的整数流 (**), 2019.01-2022.12.
[4] 中央高校基础研究基金自由探索项目, 广义Cartesian乘积图的偶子图覆盖研究 (**JCQ01074), 2014.05-2016.05.
[3] 国家自然科学基金青年项目, 图的p-控制理论与算法研究 (**), 2013.01-2015.12.
[2] 中央高校基础研究基金自由探索项目, 图的控制及其稳定性研究 (JC201150), 2011.06-2013.05.
[1] 西北工业大学引进高层次人才科研启动金, 约束数及相关问题研究, 2011.04-2013.04.
2. 参加的科研项目
[6] 国家自然科学基金青年项目, 图积和多项式理论中图结构与极值问题 (**), 2016.01-2018.12.
[5] 国家自然科学基金重点项目, 基于高通量测序数据的多层次生物网络分析理论与关键技术 (**), 2014.01-2017.12.
[4] 国家自然科学基金面上项目, 具有联盟结构合作对策受益分配的非合作机制设计研究 (**), 2013.01-2016.12.
[3] 国家自然科学基金面上项目, 合作对策分配方案的相容性研究 (**), 2012.01-2015.12.
[2] 国家自然科学基金面上项目, 约束数及相关问题研究 (**), 2011.01-2013.12.
[1] 国家自然科学基金青年项目, 图的控制理论及其应用研究 (**), 2008.01-2010.12.



学术成果 Academic Achievements
[33] Donghan Zhang, You Lu and Shenggui Zhang, Neighbor sum distinguishing total choice number of planar graphs without 6-cycle, Acta Math. Sin. (Engl. Ser.), accepted. (SCI)
[32]You Lu, Rong Luo, Michael Schubert, Eckhard Steffen and Cun-Quan Zhang, Flows on signed graphs without long barbells, SIAM J. Discrete Math., accepted. (SCI)
[31] Matt DeVos, Jiaao Li, You Lu, Rong Luo, Cun-Quan Zhang and Zhang Zhang, Flows of flow-admissible signed graphs, J. Combin. Theory, Ser. B, https://doi.org/j.jctb.2020.04.008.(SCI)
[30] Donghan Zhang, You Lu and Shenggui Zhang, Neighbor sum distinguishing total choosability of cubic graphs, Graph Combin., 36 (5) (2020): 1545-1562. (SCI)
[29] You Lu, Chong Li and Zhengke Miao, Weight choosability of graphs with maximum degree 4, Acta Math. Sin. (Engl. Ser.), 36 (6) (2020): 723-732. (SCI)
[28] Li Zhang, You Lu, Rong Luo, Dong Ye and Shenggui Zhang, Edge coloring of signed graphs, Discrete Appl. Math., 282 (2020): 234-242. (SCI)
[27]Xiao Wang, You Lu, Cun-Quan Zhang and Shenggui Zhang, Six-flows of almost balanced signed graphs, J. Graph Theory, 92 (2019): 394-404. (SCI)
[26]You Lu, Jian Cheng, Rong Luo and Cun-Quan Zhang, Shortest circuit covers of signed graphs, J. Combin. Theory Ser. B, 134 (2019): 164-178. (SCI)
[25]Miaomiao Han, You Lu, Rong Luo and Zhengke Miao, Neighbor sum distinguishing total coloring of graphs with bounded treewidth, J. Combin. Optim., 36 (1) (2018): 23-34. (SCI)
[24]Jian Cheng, You Lu, Rong Luo and Cun-Quan Zhang, Signed graphs: from modulo flows to integer-valued flows, SIAM J. Discrete Math., 32 (2) (2018): 956-965. (SCI)
[23]You Lu, Chuandong Xu and Zhengke Miao, Neighbor sum distinguishing list total coloring of subcubic graphs, J. Combin. Optim., 35 (3) (2018): 778-793. (SCI)
[22]You Lu, Miaomiao Han and Rong Luo, Neighbor sum distinguishing total coloring and list neighbor sum distinguishing total coloring, Discrete Appl. Math., 237 (2018): 109-115. (SCI)
[21]You Lu, Rong Luo and Cun-Quan Zhang, Multiple weak 2-linkage and its applications on integer flows of signed graphs, European J. Combin., 69 (2018): 36-48. (SCI)
[20]You Lu, Chong Li, Rong Luo and Zhengke Miao, List neighbor sum distinguishing edge coloring of subcubic graphs, Discrete Math., 341 (2) (2018): 555-569. (SCI)
[19]You Lu, Jiaao Li, Rong Luo and Zhengke Miao, Adjacent vertex distinguishing total coloring of graphs with maximum degree 4, Discrete Math., 340 (2017): 119-123. (SCI)
[18]You Lu, Weijie Song and Hai-Long Yan, Trees with 2-reinforcement number three, Bullet. Malays. Math. Sci. So., 39 (2016): 821-838. (SCI)
[17] You Lu, Fu-Tao Hu and Jun-Ming Xu, On the p-reinforcement and the complexity, J. Combin. Optim., 29 (2015): 389-405. (SCI)
[16] You Lu and Jun-Ming Xu, The p-domination number of complete multipartite graphs, Discrete Math., Algorithm. Appl., 6 (4) (2014) **, 9 pages.
[15] You Lu and Jun-Ming Xu, Trees with maximum p-reinforcement number, Discrete Appl. Math., 175 (2014): 43-54. (SCI)
[14] Chuandong Xu, Shenggui Zhang and You Lu, Covering digraphs with small indegrees or outdegrees by directed cuts, Discrete Math., 313 (2013): 1648-1654. (SCI)
[13] Hai-Long Yang, Sheng-Gang Li, Wen-Hua Yang and You Lu, Notes on “Bipolar fuzzy graphs”, Inform. Sciences, 242 (2013): 113-121. (SCI)
[12] Fu-Tao Hu, You Lu and Jun-Ming Xu, The total bondage number of grid graphs, Discrete Appl. Math., 160 (2012): 2408–2418. (SCI)
[11] You Lu, Xinmin Hou, Jun-Ming Xu and Ning Li, Trees with unique minimum p-dominating sets, Utilitas Mathematica, 86 (2011): 193-205. (SCI)
[10] You Lu and Jun-Ming Xu, The p-bondage number of trees, Graphs and Combin., 27 (2011): 129-141. (SCI)
[9] You Lu and Jun-Ming Xu, Panconnectivity of Cartesian Products Graphs, J. Supercomput., 56 (2011): 182-189. (SCI)
[8] You Lu and Jun-Ming Xu, Bipanconnectivity of Cartesian products graphs, Australas. J. Combin., 46 (2010): 297-306.
[7] You Lu and Xinmin Hou, Total domination in the Cartesian product of a graph and K2or Cn, Utilitas Mathematica, 83 (2010): 313-322. (SCI)
[6] Xinmin Hou, You Lu and Xirong Xu, A characterization of (γt, 2γ)-blocks graphs, Utilitas Mathematica, 82 (2010): 155-159. (SCI)
[5] You Lu, Xinmin Hou and Jun-Ming Xu, On the (2, 2)-domination number of trees, Discuss. Math. Graph Theory, 30 (2010): 185-189.
[4] You Lu, Xinmin Hou, Jun-Ming Xu and Ning Li, A characterization of (γt,γ2)-trees, Discuss. Math. Graph Theory, 30 (2010): 425-435.
[3] You Lu, Xinmin Hou and Jun-Ming Xu, A note on the p-domination number of trees, Opuscula Math., 29 (2) (2009): 157-164.
[2] You Lu, Jun-Ming Xu and Xinmin Hou, Bounded edge-connectivity and edge-persistence of Cartesian products of graphs, Discrete Appl. Math., 157 (2009): 3449-3457. (SCI)
[1] Xinmin Hou and You Lu, On the {k}-domination number of Cartesian products of graphs, Discrete Math., 309 (2009): 3413-3419. (SCI)





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