The following pages link to Sliced space-filling designs (Q3653109):
Displaying 33 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)
- Designing a computer experiment that involves switches (Q539817) (← 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)
- Flexible sliced designs for computer experiments (Q1753974) (← links)
- Sliced symmetrical Latin hypercube designs (Q2059455) (← links)
- Sequential support points (Q2110342) (← links)
- A new and flexible design construction for orthogonal arrays for modern applications (Q2148984) (← links)
- Marginally coupled designs for two-level qualitative factors (Q2407070) (← links)
- Construction of (nearly) orthogonal sliced Latin hypercube designs (Q2407780) (← links)
- A simple approach to constructing quasi-Sudoku-based sliced space-filling designs (Q2409398) (← links)
- Construction of marginally coupled designs by subspace theory (Q2419673) (← links)
- Construction of sliced (nearly) orthogonal Latin hypercube designs (Q2442866) (← links)
- Sliced Latin hypercube designs via orthogonal arrays (Q2448810) (← links)
- Nested Latin Hypercube Designs with Sliced Structures (Q2807601) (← links)
- ON CONSTRUCTION OF MARGINALLY COUPLED DESIGNS (Q2977522) (← links)
- Construction of sliced space-filling designs based on balanced sliced orthogonal arrays (Q3195166) (← links)
- High-Low Level Support Vector Regression Prediction Approach (HL-SVR) for Data Modeling with Input Parameters of Unequal Sample Sizes (Q3383759) (← links)
- Design for computer experiments with qualitative and quantitative factors (Q3448726) (← links)
- Construction of Uniform Designs and Complex-Structured Uniform Designs via Partitionable t-Designss (Q5037782) (← links)
- Some results on the construction of sliced orthogonal arrays of parallel-flats type (Q5079257) (← links)
- A Scientific Tour on Orthogonal Arrays (Q5268906) (← links)
- Central limit theorems for four new types of <i>U</i>-designs (Q5283166) (← links)
- Combinatorial testing: using blocking to assign test cases for validating complex software systems (Q5880070) (← links)
- Samurai Sudoku-Based Space-Filling Designs for Data Pooling (Q5884405) (← links)
- A method of constructing optimal sliced uniform designs under discrete discrepancy (Q6541801) (← links)
- Model predictivity assessment: incremental test-set selection and accuracy evaluation (Q6614835) (← links)
- Sliced Rotated Sphere Packing Designs (Q6621621) (← links)
- Sliced Designs for Multi-Platform Online Experiments (Q6636556) (← links)
- Construction of balanced sliced orthogonal arrays (Q6648834) (← links)
