Pages that link to "Item:Q263179"

The following pages link to Analysis of multi-objective Kriging-based methods for constrained global optimization (Q263179):

Displaying 18 items.

• Nash game based efficient global optimization for large-scale design problems (Q721150) (← links)
• A kriging based method for the solution of mixed-integer nonlinear programs containing black-box functions (Q1029679) (← links)
• Local optimization of black-box functions with high or infinite-dimensional inputs: application to nuclear safety (Q1695538) (← links)
• A critical appraisal of design of experiments for uncertainty quantification (Q1787391) (← links)
• Expected improvement for expensive optimization: a review (Q2022176) (← links)
• A complete expected improvement criterion for Gaussian process assisted highly constrained expensive optimization (Q2200665) (← links)
• Bayesian optimization of variable-size design space problems (Q2245699) (← links)
• Efficient reliability analysis based on adaptive sequential sampling design and cross-validation (Q2295337) (← links)
• Efficient global optimization of constrained mixed variable problems (Q2416580) (← links)
• (Q2992764) (← links)
• Handling of Constraints in Efficient Global Optimization (Q4987284) (← links)
• Efficient global optimization for high-dimensional constrained problems by using the Kriging models combined with the partial least squares method (Q5058821) (← links)
• Corrigendum (Q5058832) (← links)
• Coupled-analysis assisted gradient-enhanced kriging method for global multidisciplinary design optimization (Q6047952) (← links)
• Deep Gaussian process for multi-objective Bayesian optimization (Q6050375) (← links)
• An efficient constrained global optimization algorithm with a clustering-assisted multiobjective infill criterion using Gaussian process regression for expensive problems (Q6071265) (← links)
• An efficient global optimization method with multi-point infill sampling based on kriging (Q6094567) (← links)
• A kriging-assisted bi-objective constrained global optimization algorithm for expensive constrained optimization problems (Q6191893) (← links)