中心研究员万树平教授

编辑:admin时间:2013-12-26 00:00:00 浏览次数:

教师个人简介情况表
姓名
万树平
性别
 
出生年月
1974、12
职务/职称
教授、管理决策研究所所长
学历/学位
博士研究生
博导�硕导
博导
所学专业
管理科学与工程
电子邮箱
shupingwan@163.com
学术研究领域:
控制理论及其在金融中的应用、金融工程、管理决策分析
荣誉称号和社会团体兼职
江西省高等学校第二批“井冈学者”特聘教授拟聘人选
教 学 情 况
所授课程:《线性代数》、《数学分析》、《运筹学》、《随机运筹学》等。
科 研 情 况
一、论文
2013年:
[1]Wan Shuping, Li Dengfeng. Fuzzy LINMAP approach to heterogeneous MADM considering the comparisons of alternatives with hesitation degrees(中科院SCI, I区,Top期刊)2012 Impact factor (IF): 3.338, Elsevier. [J]. Omega-The International Journal of Management Science, 41(6) (2013) 925-940. SCI,
[2]Wan Shuping. 2-tuple linguistic hybrid arithmetic aggregation operators and application to multi-attribute group decision making, Knowledge-Based Systems, 45 (2013) 31-40, 2012  Impact factor 4.104, SCI, Elsevier.
[3]Wan Shuping. Power average operators of trapezoidal intuitionistic fuzzy numbers and application to multi-attribute group decision making, Applied mathematical modelling, 37(6) (2013) 4112-4126. SCI, 2012 Impact factor 1.706, Elsevier.
[4]Wan Shuping. Some hybrid geometric aggregation operators with 2-tuple linguistic Information and their applications to multi-attribute group decision making¸ International Journal of Computational Intelligence Systems, 6(4) (2013) 750-763. 2012 Impact factor 1.471, SCI. Atlantis Press.
[5]Wan Shuping. Multi-attribute decision making method based on possibility variance coefficient of triangular intuitionistic fuzzy numbers, International Journal of Uncertainty, Fuzziness and Knowledge-Based Systems, 21(2) (2013) 223-243. SCI, 2012 Impact factor 1.781, World Scientific.
[6]Wan Shuping, Li Dengfeng. Possibility mean and variance based method for multi-attribute decision making with triangular intuitionistic fuzzy numbers, Journal of Intelligent and Fuzzy Systems, 24 (4)(2013) 743-754. SCI, 2012 Impact factor 0.788, STM Publishing House.
[7]Wan Shuping, Li Dengfeng, Rui Zhenfeng. Possibility mean, variance and covariance of triangular intuitionistic fuzzy numbers, Journal of Intelligent and Fuzzy Systems, 24(4) (2013) 847-858, SCI, 2012 Impact factor 0.788, STM Publishing House.
[8]Wan Shuping, Wang Qiangying, Dong Jiuying. The extended VIKOR method for multi-attribute group decision making with triangular intuitionistic fuzzy numbers, Knowledge-Based Systems, 52 (2013) 65-77, SCI, 2012 Impact factor 4.104, Elsevier.
[9] Li Dengfeng, Wan Shuping, Fuzzy linear programming approach to multiattribute decision making with multiple types of attribute values and incomplete weight information, Applied Soft Computing, 13(11) (2013) 4333-4348,(中科院SCI, II区) 2012 Impact factor 2.140, SCI, Elsevier.
 
2014年:
[1] Wan Shuping, Dong Jiuying, A possibility degree method for interval-valued intuitionistic fuzzy multi-attribute group decision making, Journal of Computer and System Sciences 80(1) (2014) 237-256. SCI, 2012 Impact factor 1.0, Elsevier.
[2]Wan Shuping, Li Dengfeng. Atanassov’s intuitionistic fuzzy programming method for heterogeneous multiattribute group decision making with Atanassov’s intuitionistic fuzzy truth degrees, IEEE Transaction of Fuzzy Systems,(中科院SCI,II区,国际模糊系统领域旗舰期刊), Accepted, 2012 Impact factor 5.484, SCI.
[3]Wan Shuping, Dong Jiuying, Possibility Mean and Standard Deviation based Ranking Method of Triangular Intuitionistic Fuzzy Numbers and Application to MAGDM with Incomplete Weight Information¸ International Journal of Computational Intelligence Systems, Accepted, Impact factor 1.471, SCI. Atlantis Press.
[4]Wan Shuping, Dong Jiuying. Possibility linear programming with trapezoidal fuzzy numbers, Applied mathematical modelling, Accepted, SCI, 2012 Impact factor 1.706, Elsevier.
[5] Wan Shuping, Dong Jiuying. Multi-attribute group decision making with trapezoidal intuitionistic fuzzy numbers and application to stock selection, Informatica, Accepted, SCI, 2011 Impact factor 1.627,  
[6] Li Dengfeng, Wan Shuping, Minimum weighted Minkowski distance power models for IF MADM with incomplete preference information, International Journal of Information Technology & Decision Making (IJITDM) , Accepted, SCI, 2010 Impact factor 3.139, World Scientific.
[7] Li Dengfeng, Wan Shuping, Fuzzy heterogeneous multiattribute decision making method for outsourcing provider selection, Expert Systems With Applications, Accepted, SCI, 2012 Impact factor 1.854.
[8] Li Dengfeng, Wan Shuping, Fuzzy linear programming method for heterogeneous multiattribute group decision making considering comparisons of alternatives with fuzzy truth degrees¸ Computers & Industrial Engineering, Major revision, 2011 Impact factor 1.589, SCI, Elsevier.
[9] Li Dengfeng, Wan Shuping, A fuzzy inhomogenous multiattribute group decision making approach to outsourcing provider selection problems Knowledge-Based Systems, Minor revision, SCI, 2012 Impact factor 4.104, Elsevier.
[10]万树平. 基于三角直觉模糊数Choquet积分算子的多属性决策方法[J]. 中国管理科学, 2012, 9月录用.
[11]万树平, 李登峰. 具有不同类型信息的风险投资商与投资企业多指标双边匹配决策方法[J]. 中国管理科学, 2012, 9月录用.
 
二、课题
主持完成的课题:
[1]2007,1-2008,12江西财经大学校级青年课题“基于随机利率的最优投资组合的研究”,主持,排名第一.
[2] 2008、1-2008、12主持完成江西省教育厅科技项目“基于随机利率的最优消费投资问题的研究”(编号 GJJ08350,经费0.5万元,本人排序1/5)
[3] 2009、1-2011、5主持完成江西省教育厅科技项目“基于Vague集的模糊多传感器信息融合方法的研究”(编号GJJ10123,经费1.0万元,本人排序1/9)
[4] 2010,1-2012,12主持教育部人文社科项目 “基于博弈的模糊多属性决策理论与方法研究”(No. 09YGC630107,经费5.0万元);
[5] 2012、1-2013、12主持江西省教育厅科技项目“基于可能性均值与方差的三角直觉模糊数多属性决策理论与方法” (No. GJJ12265,经费1.0万元,在研)
[6] 2013、1-2013、12主持江西省教育厅科技项目(实验室专项)“基于二元语义信息的模糊多属性决策理论与方法及其应用” (No. GJJ12740,经费1.0万元,在研)
[7] 2011、1-2013、12主持江西省自然科学基金“基于三角直觉模糊数的动态多属性决策方法研究” (No. 20114BAB201012,经费2.0万元,在研)
 
三、主持在研的课题:
[1] 2011、1-2013、12主持国家自然科学基金“基于区间直觉梯形模糊数的多属性决策和群决策理论与方法” (No. 71061006,经费22万元,在研)
[2] 2011、1-2013、12主持江西省教育科学“十二五”规划课题 “高校教师工作绩效评价的指标体系与方法研究” (No. 10YB099,经费0.4万元,在研)
[3] 2013、1-2016、12主持国家自然科学基金“基于三角直觉模糊数的多属性群决策理论与方法及其应用研究” (No. 61263018,经费44万元,在研)
[4] 2012、1-2015、12主持江西财经大学优秀青年学术人才支持计划(经费6.0万元,在研)
[5] 2013、1-2015、12主持江西省社会科学“十二五”(2013)规划项目“基于直觉模糊数可能性理论的多属性决策方法研究”(No. 13GL17,经费0.5万元,在研)
 
获 奖 情 况
1.2007年度获江西省第十二次社会科学优秀成果三等奖
2.2008年入选江西财经大学中青年骨干教师
3.2011年入选江西省高等学校第七批中青年学科带头人(管理科学与工程学科)
4.2011年度获江西省第十四次社会科学优秀成果二等奖
5.2012年入选江西财经大学第三批优秀学术青年人才支持计划
6.2013年度获江西省第十五次社会科学优秀成果三等奖
其它情况
   国家自然科学基金委管理科学部、信息学部同行评议专家、教育部人文社科项目评审专家