武漢理工大學大學理學院副教授，碩士生導師
基本介紹
- 中文名：陳彧
- 出生日期：1981.06
- 職業：武漢理工大學副教授
- 畢業院校：武漢大學
學術職稱： 武漢理工大學理學院副教授，碩士生導師
研究方向：進化算法，生物信息
教育及工作經歷：分別於2001年，2007年及2011年在四川大學、武漢大學獲得學士、碩士和博士學位，於2011年至武漢理工大學理學院工作至今。
先後主持了武漢理工大學自主創新基金3項，國家自然科學基金一項（No.61303028），在國際上有影響的重要學術期刊上發表論文數篇：
1、1.Xiufen Zou, Yu Chen, Minzhong Liu and Lishan Kang, A new evolutionary algorithm for solving many-objective optimization problems. IEEE Transactions on Systems, Man and Cybernetics, Part B. 38(5): 1402-1412, 2008.（SCI）
2.Yu Chen, Xiufen Zou and Jun He, Drift conditions for estimating the first hitting times of evolutionary algorithms. International Journal of Computer Mathematics, 88(1): 37-50, 2011.（SCI）
3.Yu Chen, Xiufen Zou and Weicheng Xie, Convergence of multi-objective evolutionary algorithms to a uniformly distributed representation of the Pareto front, Information Sciences , 181: 3336-3355, 2011. (SCI)
4.Yu Chen, Weicheng Xie and Xiufen Zou, How can surrogates influence the convergence of evolutioanry algorithms? Swarm and Evolutionary Computation, 12: 18-23, 2013.(EI)
5.Yu Chen and Xiufen Zou, Runtime analysis of a multi-objective evolutionary algorithm for obtaining finite approximations of Pareto fronts. Information Sciences, 262: 62-77, 2014.(SCI)
6. Yu Chen, Weicheng Xie and Xiufen Zou, A binary differential evolution algorithm learning from explored solutions. Neurocomputing, 149: 1038-1047, 2015.(SCI)
2.Yu Chen, Xiufen Zou and Jun He, Drift conditions for estimating the first hitting times of evolutionary algorithms. International Journal of Computer Mathematics, 88(1): 37-50, 2011.（SCI）
3.Yu Chen, Xiufen Zou and Weicheng Xie, Convergence of multi-objective evolutionary algorithms to a uniformly distributed representation of the Pareto front, Information Sciences , 181: 3336-3355, 2011. (SCI)
4.Yu Chen, Weicheng Xie and Xiufen Zou, How can surrogates influence the convergence of evolutioanry algorithms? Swarm and Evolutionary Computation, 12: 18-23, 2013.(EI)
5.Yu Chen and Xiufen Zou, Runtime analysis of a multi-objective evolutionary algorithm for obtaining finite approximations of Pareto fronts. Information Sciences, 262: 62-77, 2014.(SCI)
6. Yu Chen, Weicheng Xie and Xiufen Zou, A binary differential evolution algorithm learning from explored solutions. Neurocomputing, 149: 1038-1047, 2015.(SCI)
