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| Response | Unit | Goal | Target | Cap |
|---|
| Name | Low (-1) | High (+1) | Unit | HTC |
|---|
Answer two questions. We recommend a design and show how many runs each option needs. No statistics background needed.
How many runs you need to reliably detect the effect you care about.
Each curve auto-scales to its own range; compare the shape, not the height.
Fits a Gaussian-process model to your measured runs and proposes the run(s) most likely to improve the chosen response (Expected Improvement).
Grow your current design without discarding any runs you've already completed. Note: changing a factor, the design type, or loading a preset rebuilds the base design and clears added or suggested runs, so augment last.
Methods: Gaussian-process regression (Rasmussen & Williams, Alg. 2.1) with Expected Improvement (Jones et al. 1998) and a Matérn-5/2 kernel (Snoek et al. 2012); D-optimal augmentation by coordinate exchange (Meyer & Nachtsheim 1995); response-surface growth (Montgomery, Ch. 11). Full sources.