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|  | | 姓名: 方奇志 性别: 女 职称: 教授 |
| 学历与工作简历 | | ? | 1988年和1991年毕业于山东大学数学系,获理学学士和硕士学位; 2000年毕业于中国科学院数学与系统科学研究院,获博士学位。 1991年至今,在中国海洋大学数学系工作;其间,多次赴香港和韩国进行合作研究。 | | ? | 教学工作 | | ? | 承担本科生课程:理科类高等数学(I1,I2)、图论、数学规划、运筹学等。 承担硕士研究生课程:图与网络算法、线性与整数规划、计算复杂性和近似算法。 | | ? | 从事研究工作方向及在研项目 | | ? | 研究方向:组合最优化、近似算法。 在研项目: 1、国家自然科学基金,具有变化的联盟结构的动态合作对策研究(70571040/G0105) 2、教育部新世纪优秀人才支持计划(NCET-05-0598)8 t5 c- Q6 K9 l4 s- s
完成项目:
& s9 K3 u' T$ n8 D% T- u( q国家自然科学基金,组合合作对策的算法和计算复杂性(10371114) | | ? | 发表文章及论著(或代表作) | | ? | 序号 | 论文名称, 期次及时间,刊物名称 | 位次 | 级别 | | 20071 i1 w" u ^2 ~* U2 l4 _( |9 t. O
| - Core stability of flow games, CJCDGCGT 2007, Lecture Notes in Computer Science 4381, pp. 189-199. (Co-author: X. Sun)
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| - Finding nucleolus of flow games, SODA 2006, Lecture Notes in Computer Science 3111, pp. 124-131. (Co-author: X. Deng, X. Sun)
- Balancedness of integer domination games, J. Korean Math. Soc., Vol. 43 (2006), pp. 297-309. (Co-author: H.K. Kim)
- 匹配对策模型的核心稳定性,运筹与管理,15(4) (2006),pp. 73-78, (Co-author: 孔亮)
- k-边覆盖对策及其核心,应用数学,20(1) (2006),pp. 140-144.(Co-author: 刘艳枝)
- 一类决策模型的payoff-proof 纳什均衡解,36(增刊II) (2006),pp. 167-170.(Co-author: 孙晓勋)
- K-控制集对策,36(增刊II) (2006),pp. 164-166.(Co-author: 王光源)
- Characterization of the core for total dominating set games,中国运筹学会第八届学术交流会论文集(2006),pp. 597-602.
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, n. ~8 M6 ?. L( K% t | - A note on balancedness of dominating set games, Journal of Combinatorial Optimization, Vol. 10 (2005), pp. 303-310. (Co-author: H. K. Kim)
- Total dominating set games, Lecture Notes in Computer Science 3828, pp. 520-530, (Wine2005). (Co-author: H.K. Kim and D. S. Lee)
- Condorcet winners for public goods, Annals of Operations Reserch, Vol. 137 (2005), pp. 229-242. (Co-auhtor: L. Chen, X. Deng, F. Tian)
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7 A, ]0 X4 P3 ^# E | - Social choice for data fusion, International Journal of Information Technology & Decision Making, 3 (4): 619-631 DEC 2004. (Co-author: S. Zhu, W. Zheng)
- Approximate and dynamic rank aggregation, Theoretical Computer Science,Vol. 325 (2004), pp. 409-424. (Co-author: F.C. Chin, X. Deng, S. Zhu)
- Total dominating set games, Advances in Mathematics, Vol. 33 (2004), pp. 502-505.
- On the computational complexity of upper total domination, Discrete Applied Mathematics, Vol. 136 (2004), pp. 13-22.
- Existence of 0-1 universal minimal total dominating function, Journal of System Science and Complexity, Vol. 17(4) (2004), pp. 485-491.
- Existence of Hamiltonian k-factor, Journal of System Science and Complexity, Vol. 17(4) (2004), pp. 464-471. (Co-author: M. Cai, Y. Li)
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