Simplified Efficient Point and Interval Estimators for Weibull ParametersNancy R. Mann and Kenneth W. Fertig · Technometrics · 1975

A Prediction Interval Approach to Obtaining Variables Sampling Plans for Small Lots: Single Sampling from Gaussian ProcessesKenneth W. Fertig and Nancy R. Mann · Journal of the American Statistical Association · 1977

A Goodness-of-Fit Test for the Two Parameter vs. Three Parameter Weibull; Confidence Bounds for ThresholdNancy R. Mann and Kenneth W. Fertig · Technometrics · 1975

A Decision-Theoretic Approach to Defining Variables Sampling Plans for Finite Lots: Single Sampling for Exponential and Gaussian ProcessesKenneth W. Fertig and Nancy R. Mann · Journal of the American Statistical Association · 1974

Tables for Obtaining Weibull Confidence Bounds and Tolerance Bounds Based on Best Linear Invariant Estimates of Parameters of the Extreme-Value DistributionNancy R. Mann and Kenneth W. Fertig · Technometrics · 1973

Efficient Unbiased Quantile Estimators for Moderate-Size Complete Samples from Extreme-Value and Weibull Distributions; Confidence Bounds and Tolerance and Prediction IntervalsNancy R. Mann and Kenneth W. Fertig · Technometrics · 1977

Response Surface Methodology: 1966-1988Raymond H. Myers, André I. Khuri and Walter H. Carter, Jr. · Technometrics · 1989

Self Modeling Curve ResolutionWilliam H. Lawton and Edward A. Sylvestre · Technometrics · 1971

Estimation from Accelerated Life TestsRichard E. Barlow and Ernest M. Scheuer · Technometrics · 1971

Model Robust, Linear-Optimal DesignsR. Dennis Cook and Christopher J. Nachtsheim · Technometrics · 1982

Developments in Linear Regression Methodology: 1959-1982R. R. Hocking · Technometrics · 1983

Symmetrical and Asymmetrical Fractional Factorial PlansSidney Addelman · Technometrics · 1962

Irregular Fractions of the 2nFactorial ExperimentsSidney Addelman · Technometrics · 1961

Computer Aided Design of ExperimentsR. W. Kennard and L. A. Stone · Technometrics · 1969