一、梯队简介

本梯队名称为“运筹与控制研究”，主要研究方向有控制理论与控制工程：时滞系统、切换系统的稳定性；最优化方法：区间规划，分裂可行与凸可行问题，变分不等式问题，互补问题的算法及应用，支持向量机，非线性规划等；物流领域：车辆路径问题，选址问题，供应链问题；博弈论;信息安全与计算机取证;几何分析、偏微分方程理论及应用等。梯队成员及办公地址如下：

二、代表性科研论文

[1] BaiyuLIU, Li MA, Invariant sets and the blow up threshold for a nonlocal equation ofparabolic type Nonlinear AnalysisTMA, 110 (2014)141-156. (SCI, IF: 1.612)

[2] BaiyuLIU, Li MA, Symmetryresults for elliptic Schrödinger systems on half spaces, Journal ofMathematical Analysis and Applications, 401(2013)259-268. (SCI, IF:1.233)

[3] BaiyuLIU, Li MA, Symmetry results for decay solutions of semilinear elliptic systemson half spaces, Nonlinear Analysis, 75(2012)3167-3177. (SCI, IF:1.536)

[4] Zhao Jinling, Yang Qingzhi, A simple projection method for solving the multiple-sets split feasibility problem, Inverse Problems in Science and Engineering, Vol. 21, No.3, (2013.04) ,537-546. (EI收录，Accession number: 20130816041902，SCI，IDS Number：263WE)

[5] Zhao Jinling, Zhang Yanjun, Yang Qingzhi, Modified projection methods for the split feasibility problem and the multiple-sets split feasibility problem, Applied Mathematics and Computation, 219(4) (2012.11)：1644-1653. (SCI, IDS Number: 029OB)

[6] Zhao Jinling, Yang Qingzhi, Several acceleration schemes for solving the multiple-sets split feasibility problem, Linear Algebra and its Applications, 437(7) (2012.10)：1648-1657. (SCI, IDS Number: 986UX)

[7] Zhao Jinling, Yang Qingzhi, Self-adaptive projection methods for the multiple-sets split feasibility problem,  INVERSE PROBLEMS, Vol. 27, No. 3, (2011,3), 文献编号: 035009. (SCI, IDS Number: 721ZM)

[8] Zhao Jinling, Yang Qingzhi, Gao Hongxiu, A note on Solodov and Tseng's methods for maximal monotone mappings, Journal of Computational and Applied Mathematics, Vol. 234 (2010,7), 1522-1527. (SCI, IDS Number: 598EW)

[9] Shuhui Hou, SiuMing Yiu, Tetsutaro Uehara, Ryoichi Sasaki, “A Privacy-Preserving Approach for Collecting Evidence in Forensic Investigation”, International Journal of Cyber-Security and Digital Forensics (IJCSDF), Vol. 2, No.1, pp.70-78, 2013

[10] Shuhui Hou, Ryoichi Sasaki, Tetsutaro Uehara, SiuMing Yiu, “Double Encryption for Data Authenticity and Integrity in Privacy-preserving Confidential Forensic Investigation”, Journal of Wireless Mobile Networks, Ubiquitous Computing, and Dependable Applications((JoWUA), Vol. 4, No.2, pp.104-113, 2013

[11] Yuhua Sun, Xiumei Xu, Laisheng Wang, Duality and saddle-point type optimality for interval-valued programming, Optimization Letters, 2014.3

[12] Sun Y H，Wang L S, Optimality conditions and duality in nondifferentiable interval- valued programming, Journal of Industrial and Management Optimization,2013.1

[13] Sun Y H，Wang L S，Mond-Weir's type duality for interval-valued programming，CSAE 2012 IEEE International Conference on Computer Science and Automation Engineering，2012.5

[14] Sun Y H，Wang L S，Saddle-point type optimality for interval-valued programming，Proceeding of 2012 International Conference on Uncertainty Reasoning and Knowledge Engineering，2012.8

[15] Zhao liying, Zhang zhiqiang,Zhao xiangkui.New exponential stability criterion for a class of uncertain switched neutral systems,the 30th chinese control conference,2010,1076-1080.

[16] Xia yingying, Zhao liying. Study on eutrophication of Guishui Lake based on Grey Markov forecasting model,the 5th International Congress on Mathematical Biology,2011,353-357.

三、科研项目（纵向课题）

(1) 国家自然科学青年基金（2012）【赵金玲、胡毅庆、刘秀芹】

项目名称：非凸可行问题的近似算法

资助经费：18万

项目批准号：11101028

(2) 国家自然科学青年基金（2013）【刘白羽】

项目名称：带有位势项的薛定谔方程组解的整体性质研

资助经费：19万

项目批准号：11201025

(3) 北京市高校青年英才计划（2013）【赵金玲】

项目名称：高阶张量的性质及相关数值计算问题的研究

资助经费：15万

项目批准号：YETP0385

(4) 国家自然科学基金应急管理项目（2015）【赵立英】

项目名称：基于事件触发机制的多通信通道网络控制系统的建模与控制

资助经费：19万

项目批准号：61440058

(5) 教育部留学回国人员启动基金（2010）【侯书会】

项目名称：具有隐私保护功能的数字多媒体实时传送系统的开发

资助经费：3.5万

项目号：11140075

四、国际交流

(1)侯书会，日本东京电机大学未来科学部，2012.6-2012.9

(2)侯书会，香港大学计算机科学系，2011.1-2011.3