(2020) and the references therein) ∥ˆfn−f∥L2 =o P(1)(17) ∥ˆfn∥H =O P(1).(18) Combining eq

that the function class{gv/p:∥v∥H≤C}is Donsker for eachC >0, which leads to the following asymptotic equicontinuity condition: for everyϵ,η >0, there existsδ >0such that lim sup n→∞ P   sup ∥v1∥H≤C,∥v2∥H≤C ∥v1−v2∥L2<δ |En(v1)−En(v2)|>ϵ · 2020

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Statistical Validation of Computer Models: Global and Subdomain Hypothesis Testing

stat.ME · 2026-04-18 · unverdicted · novelty 5.0

FMMT estimates model-reality discrepancies via kernel ridge regression then performs frequency-domain hypothesis tests with closed-form p-values from asymptotic normality of weighted Fourier coefficients.

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Statistical Validation of Computer Models: Global and Subdomain Hypothesis Testing stat.ME · 2026-04-18 · unverdicted · none · ref 8
FMMT estimates model-reality discrepancies via kernel ridge regression then performs frequency-domain hypothesis tests with closed-form p-values from asymptotic normality of weighted Fourier coefficients.

(2020) and the references therein) ∥ˆfn−f∥L2 =o P(1)(17) ∥ˆfn∥H =O P(1).(18) Combining eq

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