Pages that link to "Item:Q2138713"
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The following pages link to An efficient multi-objective reliability-based design optimization method for structure based on probability and interval hybrid model (Q2138713):
Displaying 13 items.
- Hierarchical stochastic metamodels based on moving least squares and polynomial chaos expansion: application to the multiobjective reliability-based optimization of space truss structures (Q381602) (← links)
- An effective multi-objective artificial hummingbird algorithm with dynamic elimination-based crowding distance for solving engineering design problems (Q2160426) (← links)
- Novel reliability-based optimization method for thermal structure with hybrid random, interval and fuzzy parameters (Q2290261) (← links)
- New simulation-based frameworks for multi-objective reliability-based design optimization of structures (Q2306749) (← links)
- Structural design optimization based on hybrid time-variant reliability measure under non-probabilistic convex uncertainties (Q2310541) (← links)
- Unified reliability-based design optimization with probabilistic, uncertain-but-bounded and fuzzy variables (Q2693401) (← links)
- A New Multi-objective Reliability-based Robust DesignOptimization Method (Q2964943) (← links)
- Reliability-Based Multiobjective Design Optimization under Interval Uncertainty (Q3113039) (← links)
- An inverse reliability analysis method for reliability-based design optimization with random and dependent interval variables constrained within ellipsoids (Q5059275) (← links)
- Multisource uncertain dynamic load identification fitted by Legendre polynomial based on precise integration and the <scp>Savitzky–Golay</scp> filters (Q6092300) (← links)
- A novel hybrid adaptive kriging and water cycle algorithm for reliability-based design and optimization strategy: application in offshore wind turbine monopile (Q6097650) (← links)
- An intelligent evidence-theory-based structural reliability analysis method based on convolutional neural network model (Q6202987) (← links)
- A hyperspherical area integral method based on a quasi-Newton approximation for reliability analysis (Q6663347) (← links)
