• 姓       名:曹炳元
  • 职       称:教授
  • 学       位:
  • 所在机构:广州大学 数学与信息科学学院
  • 出生年月: 1951年10月
  • 籍       贯:湖南省常德市
  • 研究方向:
个人简介 学术成果 发表论文

教育背景

湖南师范大学数学系毕业,并留校任教;在该校数学系助教班学习、进修研究生课程(一年半)。

工作经历

1991年12月、1996年7月分别晋升为副教授、教授。

学术兼职

曾任中国电力工业部高校高级职称评委、广东省工业与应用数学学会副理事长等。现为德国数学与力学学会、美国纽约科学研究院等多个学会会员。中国运筹学会Fuzzy信息与工程学会理事长、国际一般系统论研究会中国Fuzzy系统与工程分会副理事长兼秘书长、中国运筹学会理事。

1987年在国际上首先提出“Fuzzy几何规划”,已在:Fuzzy Sets and Systems,Chinese Science Bulletin,《科学通报》,Lecture Notes in Artificial Intelligence, Systems Science,Fuzzy Optimization and Decision Making, J.of Fuzzy Mathematics,Proc of Fuzzy-IEEE on Systems, Advances in Systems Science and Applications,《中国工程科学》,BUSEFAL,Proc of NAFIPS,《数理统计与应用概率》,《模糊系统与数学》,《应用数学》,《经济数学》,《湖南数学年刊》,《系统工程的理论与实践》,《应用数学与计算数学学报》等刊物上发表学术论文100余篇,30余篇被国际三大索引SCI、EI、ISTP收录,另有22余篇被引用后再被SCI索引。专著,主编教材、论文集10本,国际杂志专刊2本;由世界著名的Kluwer Academic Publishers、Springer Science Business、国内权威的科学出版社等出版。尤其是:Kluwer Academic Publishers出版社2003年作为国际应用优化系列丛书出版的本人专著Fuzzy Geometric Programming, 中科院院士、原北京师范大学校长王梓坤教授评价其为国际前沿的先进水平。《美国数学评论》、《西德数学文摘》评价其为原创性工作。

2次主持国家自然科学基金项目,5次主持省科研项目,教育部和省教研项目。

获各级各类奖10余次。

科研项目

1. 电力系统管理中的模糊几何规划的理论与方法,1997.1-1999.12年,国家自然科学基金资助项目(79670012)。

2. 短缺资源模糊分配模型及应用软件,1994-1996年,湖南省科委科研基金资助。

3. 地方国有企业科技进步评价体系及Fuzzy积分评价法研究,1997-1999年,湖南省科委项目。

4. 面向21世纪数学本科教学内容、课程和方法的改革,1997-2000年,湖南省教委科研项目。

5. 概率论与数理统计课程研究,1997-2002年,广东省高教厅重点课程项目。

6. 应用数学类专业教学内容和课程体系改革研究,1998-2002年,教育部项目。

7. 管理中普遍型模糊几何规划及优化技术,2003.1-2005.12年,国家自然科学基金资助项目(70271047).

论文专著

主要论文:

[1] Cao Bingyuan, Study on No-distinct Self-regression Forecast Model, Chinese Science Bulletin, Vol.35, No.13, 1990, 1057-1062. SCI、EI索引。

[2] Cao Bingyuan, Fuzzy geometric programming(I), Int.J. of Fuzzy Sets and Systems, Vol.53, No.2,1993, 135-154. SCI、EI索引。

[3] Cao Bingyuan, Input-output mathematical model with T-fuzzy data, Int. J. of Fuzzy Sets and Systems, Vol.59, No.1, 1993, 15-23. SCI、EI索引。

[4] Cao Bingyuan}, Posynomial geometry programming with L-R fuzzy coefficients, Int. J. of Fuzzy Sets and Systems, Vol.67, No.3, 1994, 267-276. SCI、EI。

[5] Cao Bingyuan, New model with T-fuzzy variations in linear programming, Int. J. of Fuzzy Sets and Systems,Vol.78, No.3, 1996, 289-292. SCI索引。

[6] Cao Bingyuan}. Lagrange problem in fuzzy reversed posynomial geometric programming, Lecture Notes in Artificial Intelligence,Springer-Verlag GmbH, Volume 3614/2005: 546-550.SCI, EI, ISTP索引.

[7] Yunfeng Tan, Bing-yuan Cao*. Another discussion about optimal solution to fuzzy constraints linear programming, Lecture Notes in Artificial Intelligence, Springer-Verlag GmbH, Volume 3613/2005: 156-159.SCI, EI, ISTP索引.

[8] Cao Bingyuan, Research For Fuzzy Duoma debt model and its fuzzy solution, Systems Science, Vol.29, No.3, 2003, 81-93. EI索引。

[9] Cao Bingyuan. Power supply radius optimized with fuzzy geometric program in substation, Fuzzy Optimization and Decision Making,Springer Science Business Media. Inc., vol.5, no.2, 2006,123-139.EI索引。

[10] Cao Bingyuan, Extended fuzzy geometric programming, J. of Fuzzy Mathematics, Vol.1, No.2 (USA), 1993, 285-293。

[11] Cao Bingyuan, Fuzzy geometric programming(II), J. of Fuzzy Mathematics, Vol.4, No.1, 1996, 119-129。

[12] Cao Bingyuan, Research for a geometric programming model with T-fuzzy variations, J. of Fuzzy Mathematics, Vol.5, No.3, 1997, 625-632。

[13] Cao Bingyuan, Variation of functional condition extremum with fuzzy variable, J. of Fuzzy Mathematics, Vol.7, No. 3, 1999, 559-564。

[14] Cao Bingyuan, Regression Model with T-fuzzy Variables and Its Application in the Energy Sources Forecast, J.of Fuzzy Mathematics, Vol.8, No.4, 2000,845-816.

[15] Cao Bingyuan, Variation of Condition Extremum in Interval and Fuzzy Valued Functional, J.of Fuzzy Math. 2001, Vol.9,No.4,2001, 845-851.

[16] Cao Bingyuan, Variation of Interval-Valued and Fuzzy Functional, J.of Fuzzy Math. 2002, Vol.10,No.4,2002,797-808.

[17] Cao Bingyuan, Multi-objective Linear Programming with T-fuzzy Variables,J.of Fuzzy Mathematics, USA, 12 (2004), no. 2, 425—431。

[18] Cao Bingyuan. New proof to first dual theorem on fuzzy posynomial geometric programming, J. of Fuzzy Mathematics, 14(2006), no.1, 1-14.

[19] Cao Bingyuan. Regression analysis models with type-(., c) fuzzy variables, J.of Fuzzy Mathematics, 14(2006), no.2, 441-449.

[20] Cao Bingyuan, Fuzzy geometric programming optimum seeking of scheme for waste-water disposal in power plant, Proceedings of the Fuzz-IEEE/IFES'95 Conference,Yokohama,Japan, Vol.5, 1995,793-798. EI索引.

[21] Cao Bingyuan, Fuzzy geometric programming optimum seeking in power supply radius of transformer subsation, Proceedings of the Fuzz-IEEE'99 Conference, Seoul, Korea, Vol.3, 1999, 1749-1753. EI索引。

[22] Cao Bingyuan, Primal Algorithm of Fuzzy Posynormial Geometric Program, Joint 9th IFSA and 20th NAFIPS Congress Poc,2001, 31-34,EI索引。

[23] Cao Bingyuan. Multi-objective Linear Programming Model with T-fuzzy Variables,Proceedings of SCI'2002, Vol.VIII, 2002, 7-10. EI、ISTP索引。

[24] Cao Bingyuan, Reverse Geometric Programming with Fuzzy Coefficient and Its Application in Chemical Industry Production Cost Analysis, Proceedings of the Fuzz-IEEE'03 Conference, 2003, 1311-1316, EI、ISTP索引。

[25] Cao Bingyuan, Fuzzy Allotment Model in Water and Electricity Resources Shortage and Its Application Software, Proceedings of the Fuzz-IEEE'03 Conference, 2003, 1317-1320,EI,ISTP索引。

[26] Cao Bingyuan,Multi-objective Geometric Programming with T-Fuzzy Variables,22nd Int. Conference of NAFIPS Proceedings,2003,456-461,ISTP 收录。

[27] Cao Bingyuan, Geometric Programming with Trapezoidal Fuzzy Variables, 23nd Int. Conference of NAFIPS Proceedings,Vol.2,2004, 826-831, EI、ISTP索引。

[28] Cao Bingyuan, Regression and Self-Regression Models with Type-(., c) Fuzzy Data. 23nd Int. Conference of NAFIPS Proceedings,Vol.1,2004,335-338, EI、ISTP索引。

[29] Cao Bingyuan. Research of Non-distinct Solow Economic Growth Model,Proceedings of 2005 IEEE International Conference on Granular Computing,Vol 2,2005, 393-396.EI、ISTP索引。

[30] Cao Bingyuan, Antinomy in Posynomial Geometric programming, Advances in Systems Science and Applications, USA, ISSN 1078-6236, Vol.4, 1, 2004: 7-12。

[31] Cao Bingyuan,He Yi,Grey Quantification Analyzing And Forecasting On Industry Technique Progress, Proceedings Of 2003 International Conference On Neural Networks & Signal Processing, Vol.1,526-529,2003,ISTP索引。

[32] Zhangxia Zhu, Bingyuan Cao, A New Method to the Fuzzy LinearRegression with Triangular Fuzzy Numbers, 23nd Int. Conference of NAFIPS Proceedings, Vol.1,2004,339-342.EI、ISTP索引。

[33] Yang,Ji-Hui,Cao Bingyuan,Geometric Programming with Fuzzy Relation 方Equation Constraints,Proceedings of the IEEE International Conference on Fuzzy Systems, 2005, 557-560.EI、ISTP索引。

[34] Yang, Jihui,Cao Bingyuan,Geometric Programming with Max-Product Fuzzy Relation Equation Constraints,The 2005 International Conference of NAFIPS Proceedings,2005,650-653.EI、ISTP索引。

[35] Qiupeng Gu,Cao Bingyuan, Approach to Linear Programming with Fuzzy Coefficients Based on Fuzzy Numbers Distance,Proceedings of 2005 IEEE International Conference on Granular Computing,Vol.2,2005,447-450.EI、ISTP索引。

主要著书目:

[1] 曹炳元著:Optimal Models and Methods with Fuzzy Quantity,Springer Science Business待出版。

[2] 曹炳元著:Fuzzy Geometric Programming,Kluwer Acadmic Publishers,2002.10.

[3] 曹炳元主编:《应用概率统计教程》,科学出版社出版(2005年).

[4] 曹炳元著:《应用模糊数学与系统》,科学出版社出版(2005年).

奖励/荣誉

1. 2005年获广东省自然科学奖三等奖 (唯一主持人)。

2. 2003年获广东省自然科学优秀论文奖三等奖(唯一主持人)。

3. 1997年获曾宪梓全国师范院校教育基金教师奖(唯一主持人)。

4. 1997年获湖南省教委科技进步三等奖(唯一主持人)。