Does a tail-risk objective, or a correlated-error model, rescue the angle-stable structural-colour stack?
research/garment-stackcvar
Negative follow-up to garment-stackrobust: a CVaR (worst-quarter) training objective and a correlated rate-drift error model do not rescue the optimised angle-stable stacks; none beats the quarter-wave stack (red, iid error: mean J 14.1 vs best optimised 16.5). CVaR trims Nelder-Mead's 90th-percentile cost (47.1 to 43.1) at the price of the mean. Stylised; no coating measured.
What it found
Follow-up to garment-stackrobust. The 8-layer stacks are trained on a CVaR objective (mean of the worst quarter of 8 sampled thickness errors) or on errors with a shared rate-drift component (ρ = 0.5), then cross-evaluated on 200 held-out draws under both error models (5% error, 8 seeds, 3000 evaluations). Negative result: no optimised design beats the plain quarter-wave stack (red, independent error: mean cost 14.1 against 16.5 for the best optimised one). CVaR trims Nelder–Mead's 90th-percentile cost (47.1 to 43.1) while raising its mean, and correlated-error training did worse. Stylised thin-film model; nothing was coated or measured.
A figure from its own output
Paper, code and results
More in Engineered clothing
- How much angle shift can a structural-colour coating shed at a given chroma and oxide mass?Shift against chroma and oxide mass for the
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- How much cable bend can a waist-mounted exosuit power train tolerate before the shank layout wins?Replaces the assumed Bowden efficiency with the capstan law
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Produced with AI assistance (Claude). Results are from the code in this repository and are simulated or stylised unless the abstract says otherwise; nothing here implies affiliation with or endorsement by any lab, researcher or company cited. MIT licensed.