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運籌與控製研究

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爱游戏是不是黑平台

來源:

本站原創

時間:

2018-03-26

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一、梯隊簡介

本梯隊名稱為“運籌與控製研究”,主要研究方向有控製理論與控製工程:時滯係統、切換係統的穩定性;最優化方法:區間規劃,分裂可行與凸可行問題,變分不等式問題,互補問題的算法及應用,支持向量機,非線性規劃等;物流領域:車輛路徑問題,選址問題,供應鏈問題;博弈論;信息安全與計算機取證;幾何分析、偏微分方程理論及應用等。梯隊成員及辦公地址如下:

運籌.JPG

二、代表性科研論文

[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收錄,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), 文獻編號: 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、科研項目(縱向課題)

(1) 國家自然科學青年基金(2012)【趙金玲、胡毅慶、劉秀芹】

項目名稱:非凸可行問題的近似算法

資助經費:18萬

項目批準號:11101028

(2) 國家自然科學青年基金(2013)【劉白羽】

項目名稱:帶有位勢項的薛定諤方程組解的整體性質研

資助經費:19萬

項目批準號:11201025

(3) 北京市高校青年英才計劃(2013)【趙金玲】

項目名稱:高階張量的性質及相關數值計算問題的研究

資助經費:15萬

項目批準號:YETP0385

(4) 國家自然科學基金應急管理項目(2015)【趙立英】

項目名稱:基於事件觸發機製的多通信通道網絡控製係統的建模與控製

資助經費:19萬

項目批準號:61440058

(5) 教育部留學回國人員啟動基金(2010)【侯書會】

項目名稱:具有隱私保護功能的數字多媒體實時傳送係統的開發

資助經費:3.5萬

項目號:11140075


四、國際交流

(1)侯書會,日本東京電機大學未來科學部,2012.6-2012.9

(2)侯書會,香港大學計算機科學係,2011.1-2011.3

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