REFERENCES
- Aspin , A. A. 1948 . “An Examination and Further Development of a Formula Arising in the Problem of Comparing Two Mean Values,” . Biometrika , 35 : 88 – 96 .
- Fleiss , J. L. 1971 . “On the Distribution of a Linear Combination of Independent Chi Squares,” . Journal of the American Statistical Association , 66 : 142 – 144 .
- Gere , J. M. and Timoshenko , S. P. 1984 . Mechanics of Materials Boston : Prindle, Weber & Schmidt. .
- Griffiths , P. and Hill , I. D. 1985 . Applied Statistics Algorithms New York : John Wiley. .
- Linnik , Y. V. 1968 . Statistical Problems With Nuisance Parameters Providence , RI : American Mathematical Society. . (Translations of Mathematical Monographs, Vol. 20)
- Mee , R. W. and Owen , D. B. 1983 . “Improved Factors for One-Sided Tolerance Limits for Balanced One-Way ANOVA Random Model,” . Journal of the American Statistical Association , 78 : 901 – 905 .
- Mil Handbook 5E . 1987 . Metallic Components for Aircraft Structures Philadelphia : Naval Publications and Forms Center. .
- Mil Handbook 17B . 1989 . Polymer Matrix Composites, Volume I: Guidelines Philadelphia : Naval Publications and Forms Center. .
- Odeh , R. H. and Owen , D. B. 1980 . Tables of Normal Tolerance Limits, Sampling Plans and Screening New York : Marcel Dekker. .
- Owen , D. B. 1968 . “A Survey of Properties and Applications of the Noncentral f-Distribution,” . Technometrics , 10 : 445 – 478 .
- Reese , C. and Sorem , J. 1981 . “Statistical Distribution of Mechanical Properties for Three Graphite-Epoxy Material Systems,” National Aeronautics and Space Administration. . Contractor Report 16736
- Sattherthwaite , F. E. 1946 . “An Approximate Distribution of Estimates of Variance Components,” . Biometrics Bulletin , 2 : 110 – 114 .
- Trickett , W. H. and Welch , B. L. 1954 . “On the Comparison of Two Means: Further Discussion of Iterative Methods for Calculating Tables,” . Biometrika , 41 : 361 – 374 .
- Vangel , M. G. 1990 . “The Trickett-Welch ‘Solution’ to the Behrens–Fisher Problem Applied to One-Sided Tolerance Limits for Random Effects Models,” Harvard University, Dept. of Statistics. . Technical Report ONRC-5
- Welch , B. L. 1947 . “The Generalization of Student's Problem When Several Different Population Variances Are Involved,” . Biometrika , 34 : 28 – 35 .