Citation: | LIU Xiaolu, CHEN Yingwu, CHEN Yingguo, HE Renjie. Multi Points Updated and Distance Filtered Kriging Surrogate Model: Application in EOSS Optimization[J]. Chinese Journal of Electronics, 2013, 22(1): 209-213. |
J.P.C. Kleijnen, “Kriging metamodeling in simulation: A review”,European Journal of Operational Research, Vol.192,No.3, pp.707-716, 2007.
|
V.R. Joseph, Y. Hung and A. Sudjianto, “Blind kriging: A newmethod for developing metamodels”, J. Mech. Des, Vol.130,No.3, pp.1-8, 2008.
|
D.W. Apley, J.L. Lin and W. Chen, “Understanding the effectsof model uncertainty in robust design with computer experiments”,ASME J. Mech. Des, Vol.128, No.4, pp.945-958, 2006.
|
T.W. Simpson, T.M. Mauery, J.J. Korte and F. Mistree,“Kriging Models for global approximation in simulation-basedmultidisciplinary design optimization”, AIAA Journal, Vol.39,No.12, pp.2233-2241, 2001.
|
N.V. Queipoa, R.T. Haftkaa, W. Shyya et al., “Surrogate-basedanalysis and optimization”, Progress in Aerospace Sciences,Vol.41, No.1, pp.1-28, 2005.
|
Zhangjun Huang, Chengen Wang, Jian Chen and H. Tian, “Optimaldesign of aeroengine turbine disc based on kriging surrogatemodels”, Computers and Structures, Vol.89, No.1-2, pp.27-37, 2011.
|
G. Matheron, “Principles of geostatistics”, Economic Geology,Vol.58, No.8, pp.1246-1266, 1963.
|
E. Vazquez and JulienBect, “Convergence properties of theexpected improvement algorithm with fixed mean and covariancefunctions”, Journal of Statistical Planning and Inference,Vol.140, No.11, pp.3088-3095, 2010.
|
M.J. Sasena, “Flexibility and efficiency enhancements for constrainedglobal design optimization with kriging approximations”,Ph.D. Thesis, University of Michigan, USA, 2002.
|
V. Torczon, “On the convergence of pattern search algorithm”,SIAM Journal of Optimization, Vol.7, No.1, pp.1-25, 1997.
|
R.M. Lewis, Torczon, “Pattern search algorithms for bound constrainedminimization”, SIAM Journal of Optimization, Vol.9,No.4, pp.1082-1099, 1999.
|
R.M. Lewis, Torczon, “Pattern search methods for linearly constrainedminimization”, SIAM Journal of Optimization, Vol.10,No.3, pp.917-941, 1999.
|
B.F. Valls V, Quintanilla S, “A hybrid genetic algorithm forthe resource constrained project scheduling problem”, EuropeanJournal of Operational Research, Vol.185, No.2, pp.495-508,2008.
|
P.T. Boggs and J.W. Tolle, “Sequential quadratic programming”,Acta Numerica, Vol.4, pp.1-51, 1995.
|
J.W.C. Todd A. Sriver, Mark A. Abramson, “Pattern searchranking and selection algorithms for mixed variable simulationbasedoptimization”, European Journal of Operational Research,Vol.198, No.3, pp.878-890, 2009.
|
J.F. Cordeau and G. Laporte, “Maximizing the value of an earthobservation satellite orbit”, Journal of the Operational ResearchSociety, Vol.56, No.8, pp.962-968, 2005.
|