Publisher: National Institute of Standards and Technology.
Section 1.3.6.6.11, Gamma Distribution: www.itl.nist.gov/div898/handbook/eda/section3/eda366b.htm gives density, shape/scale conventions and the gamma-function integral. Section 1.3.6.6.9, Lognormal Distribution: www.itl.nist.gov/div898/handbook/eda/section3/eda3669.htm defines the logarithmic-normal parameterization and gives mean, standard deviation and coefficient of variation. These conventions support the original inverse-moment derivations in the thickness-model article.
Section 7.2.4.1, Confidence intervals: www.itl.nist.gov/div898/handbook/prc/section2/prc241.htm . The subsections One-sided confidence intervals and Exact Intervals for Small Numbers of Failures explain one-sided limits and binomial-tail inversion. Inverting the extreme probabilities gives an upper event-probability bound one minus alpha raised to the power one over n for zero events, and a lower detection-probability bound beta raised to the power one over m for all-success calibration. The joint-coverage and rare-event examples are original derivations, not NIST experimental data.
Section 7.4.7.3, Bonferroni’s method, www.itl.nist.gov/div898/handbook/prc/section4/prc473.htm : simultaneously valid statements are obtained by dividing the allowed error probability among comparisons. This supplies the finite-candidate coverage principle used in the confidence-allocation article; the uniform-location counterexample there is an original construction.
Section of NIST and SEMATECH e-Handbook of Statistical Methods. The construction of a central composite design uses a full or resolution V factorial design; Table 3.22 compares circumscribed, inscribed and face-centered variants.
Section of NIST and SEMATECH e-Handbook of Statistical Methods, issued and hosted by the National Institute of Standards and Technology. No individual section author or section publication or revision date is established.
Inspected locators: confidence interval formula; interpretation of confidence intervals; normality assumption and population mean discussion.
Section of NIST and SEMATECH e-Handbook of Statistical Methods, issued and hosted by the National Institute of Standards and Technology. No individual section byline or publication or revision date is established.
Inspected locators: Probability Density Function; Cauchy special case and normal limit; Common Statistics. The inspected page presents integer degrees of freedom.
Section of NIST and SEMATECH e-Handbook of Statistical Methods, issued and hosted by the National Institute of Standards and Technology. No individual section byline or publication or revision date is established.
Cited passages: Section 1.3.5.16, Characteristics and Limitations, items 1 and 3; Definition; Section 1.3.5.16, Critical Values: alternative scalings must match the statistic; Section 1.3.5.16, Definition and Technical Note: the formula must include both i/n and (i-1)/n.
Cited passages: §1.3.5.11, Alternative Definition of Kurtosis, normal baseline and software convention warning.
Institutional handbook section issued by NIST and SEMATECH; no individual byline or section date is established.
Cited passages: §8.2.2.1, a) Exponential Model; Data points line up roughly on a straight line when the model chosen is reasonable.

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