Pages that link to "Item:Q1043757"

The following pages link to Construction of nested space-filling designs (Q1043757):

Displaying 29 items.

• Construction of nested orthogonal arrays of parallel-flats type (Q337689) (← links)
• Accurate emulators for large-scale computer experiments (Q449978) (← links)
• On the construction of nested space-filling designs (Q464188) (← links)
• Sliced space-filling designs with different levels of two-dimensional uniformity (Q473525) (← links)
• Design of computer experiments: space filling and beyond (Q693293) (← links)
• Some families of asymmetric nested orthogonal arrays and asymmetric sliced orthogonal arrays (Q722670) (← links)
• A class of space-filling designs and their projection properties (Q722673) (← links)
• Construction of space-filling orthogonal designs (Q830715) (← links)
• Discrete particle swarm optimization for constructing uniform design on irregular regions (Q1623418) (← links)
• A new class of Latin hypercube designs with high-dimensional hidden projective uniformity (Q1946947) (← links)
• Iterative estimation of Sobol' indices based on replicated designs (Q2027710) (← links)
• Uniform projection nested Latin hypercube designs (Q2065322) (← links)
• A new and flexible design construction for orthogonal arrays for modern applications (Q2148984) (← links)
• Contour estimation via two fidelity computer simulators under limited resources (Q2259100) (← links)
• Sliced Latin hypercube designs via orthogonal arrays (Q2448810) (← links)
• Nested Latin Hypercube Designs with Sliced Structures (Q2807601) (← links)
• Constructions of nested orthogonal arrays (Q2864801) (← links)
• (Q3386360) (← links)
• (Q4487456) (← links)
• Construction of Uniform Designs and Complex-Structured Uniform Designs via Partitionable t-Designss (Q5037782) (← links)
• Construction of some new families of nested orthogonal arrays (Q5078278) (← links)
• Central limit theorems for four new types of <i>U</i>-designs (Q5283166) (← links)
• A sequential design strategy for integrating low-accuracy and high-accuracy computer experiments (Q6171532) (← links)
• An integral model for high-accuracy and low-accuracy experiments (Q6544027) (← links)
• Some new families of asymmetric nested orthogonal arrays with any strength (Q6606028) (← links)
• Sequential good lattice point sets for computer experiments (Q6608131) (← links)
• Model predictivity assessment: incremental test-set selection and accuracy evaluation (Q6614835) (← links)
• Nested symmetrical Latin hypercube designs (Q6640089) (← links)
• Construction of balanced sliced orthogonal arrays (Q6648834) (← links)