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随机仿真优化的一类遗传序优化框架 被引量:1

A class of genetic ordinal optimization framework for stochastic simulation optimization
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摘要 针对仿真优化问题存在随机性、计算费时、解空间巨大、多极小等难点 ,结合遗传算法的并行遗传搜索、最优计算量分配以及序优化的目标软化和序比较思想提出一类遗传序优化框架 ,进而讨论了该方法的收敛性和具体实施问题 。 Considering the hardness of simulation optimization problems, such as stochastic nature,time consuming,hugeandmulti modalsolutionspace,a class of genetic ordinal optimization frameworkisproposedbyhybridizingtheparallelgenetic search of genetic algorithm, optimal computingbudgetallocation,andthegoal softenandordercomparisonthoughtsofordinal optimization. Theconvergencepropertyanddetailimplementation problems are discussed. Some further research contents are also pointed out.
出处 《控制与决策》 EI CSCD 北大核心 2002年第B11期699-702,共4页 Control and Decision
基金 国家自然科学基金项目 (6 0 0 74 0 12 6 0 174 0 2 2 ) 973项目(G19980 2 0 310 ) 清华大学信息学院基金项目
关键词 随机仿真 优化 遗传序优化框架 遗传算法 系统仿真 stochastic simulation optimization genetic algorithm ordinal optimization
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参考文献2

  • 1Chun-Hung Chen,Jianwu Lin,Enver Yücesan,Stephen E. Chick. Simulation Budget Allocation for Further Enhancing the Efficiency of Ordinal Optimization[J] 2000,Discrete Event Dynamic Systems(3):251~270
  • 2L. Dai. Convergence properties of ordinal comparison in the simulation of discrete event dynamic systems[J] 1996,Journal of Optimization Theory and Applications(2):363~388

同被引文献13

  • 1王凌,吉利军,郑大钟.基于代理模型和遗传算法的仿真优化研究[J].控制与决策,2004,19(6):626-630. 被引量:13
  • 2Knapp,T.D,Buddman,H.M,Adaptive Control of a CSTR with a Neural Network Model,Journal of Process Control,no.1,pp.53-68,2001
  • 3A.Molnar,J.Markos.Safety analysis of CSTR towards changes in operating conditions.Journal of Loss Prevention in the Process Industries.16(2003),373-380
  • 4Sivakumar,Subramanian,Christos.Steady-state operability characteristics of reactors.Computers and Chemical Engineering 24(2000),1563-1568
  • 5Arjun Vadapalli,J.D.Seader.A generalized framework for computing bifurcation diagrams using pro cess simulation programs.Computers and Chemical Engineering,25 (2001)445-464
  • 6B.B.卡法罗夫(著),陈丙珍(译).控制论方法在化学和化工中的应用[M].北京:化学工业出版社,(1983)
  • 7Crouch,I.W.M.,Greenwood,A.G.& Rees,L.P.Use of a classifier in a knowledge-based optimization system.Naval research Logistics,42(1995),1203-1232
  • 8Schwefel.H.P.Evolution and Optimum Seeking,John Wiley & Sons,1995.
  • 9Y.Jin,A Comprehensive survey of fitness approximation in evolutionary computation.Soft Computing(2003),Spring-verlag 2003
  • 10Anthony C.Keys.Loren paul Rees,Allen G.Greenwood.Performance Measures for Selection of Metamodels to be Used in Simulation Optimization.Decision Sciences,33 (1),Winter 2002,31-57

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