SampleSizeDeterminationBiblio.pdf © 2005, Timothy G. Gregoire, Yale University Last revised: November 2005 Bibliography Sample Size Determination (55 entries) 1. Stein, C. 1945. A two sample test for a linear hypothesis whose power is independent of the variance. Annals of Mathematical Statistics 16:243-258. 2. Harris, M., D.G. Horvitz, & A.M. Mood. 1948. On the Determination of Sample Sizes in Designing Experiments. American Statistical Association Journal 43:391-402. 3. Cochran W.G. & Cox G.M. 1957. In: Experimental design. Wiley, New York. Pages 2729. 4. Graybill, F. 1957. Determining Sample Size for a Specified Width Confidence Interval. 282-287. 5. Pratt, J.W. 1961. Length of Confidence Intervals. American Statistical Association Journal 56:549-567. 6. Durbin, J. 1969. Inferential Aspects of Randomness of Sample Size in Survey Sampling. In: New Developments in Survey Sampling, N.L. Johnson and H. Smith, eds. Wiley, New York. Pages 629-651. 7. Guenther, W.C. 1969. Shortest Confidence Intervals. The American Statistician 23:22-25. 8. Desu, M.M. 1971. Optimal Confidence Intervals of Fixed Width. The American Statistician 25: 27-29. 9. Willis, R.E. 1973. Confidence Procedures and the Cost of Sampling. The American Statistician 27(5):219-221. 10. Demaerschalk, J.P. & A. Kozak. 1974. Suggestions and Criteria for More Effective Regression Sampling. Can. J. For. Res. 4:341-348. 11. Demaerschalk, J.P. & A. Kozak. 1975. Suggestions and Criteria for More Effective Regression Sampling. 2. Can. J. For. Res. 5:496-497. 12. Guenther, W.C. 1975. A Sample Size Formula for a Non-Central t Test. The American Statistician 29(3):120-121. 13. Brister, G.H. & R.C. Schultz. 1977. Probability Level, Accuracy and Sample Size in Forest Sampling. Georgia Forest Research Paper 89. Georgia Forest Research Council. 34 Pages. 14. Barrett, J.P. & L. Goldsmith. 1976. When is n Sufficiently Large? The American Statistician 30(2):67-70. SampleSizeDeterminationBiblio.pdf © 2005, Timothy G. Gregoire, Yale University 15. Cochran, W.G. 1977. Sampling Techniques. New York: John Wiley & Sons, 3rd edition. 16. Payandeh, B. & D.W. Beilhartz. 1978. Sample Size Estimation Made Easy. Report 0-X275. Canadian Forestry Service. 19 pages. 17. Hamilton, D.A. 1979. Setting Precision for Resource Inventories: The Manager and the Mensurationist. Journal of Forestry 77(10):667-670. 18. Hamilton, D.A. 1979. Specifying Precision in Natural Resource Inventories. USDA. Pages 776-281. 19. Whittemore, A.S. 1981. Sample Size for Logistic Regression with Small Response Probability. Journal of the American Statistical Association 76:27-32. 20. Sawyer, R. 1982. Sample Size and the Accuracy of Predications Made from Multiple Regression Equations. Journal of Educational Statistics 7(2):91-104. 21. Sawyer, R. 1983. Determining Minimum Sample Sizes for Multiple Regression Grade Prediction Equations for Colleges. ASA Proc Social Stat Section. 379-384. 22. Mchugh, R.B. & C.T. Le. 1984. Confidence Estimation and the Size of a Clinical Trial. Controlled Clinical Trials 5:157-163. 23. Thiébaux, H.J. & F.W. Zwiers. 1984. The Interpretation and Estimation of Effective Sample Size. Journal of Climate and Applied Meteorology 23:800-811. 24. Marshall, P.L. & J.P. Demaerschalk. 1986. A Strategy for Efficient Sample Selection in Simple Linear Regression Problems with Unequal per unit Sampling Costs. The Forestry Chronicle Feb:16-19. 25. Gupta, P.L. & R.D. Gupta. 1987. Sample size determination in estimating a covariance matrix. Computational Statistics & Data Analysis 5:185-192. 26. Kleinbaum, D.G., L.L. Kupper, & K.E. Muller. 1987. Applied Analysis and Other Multivariable Methods. PWS-KENT, Boston. Pages 30-32. 27. Marshall, P.L. 1987. A Microcomputer Program for Assisting in the Design of Simple Random Samples. The Forestry Chronicle (December):422-425. 28. Marshall, P.L. & K. Jahraus. 1987. Sample size for foliar analyses of coastal Douglas-fir. Can. J. For. Res. 17:1240-1245. 29. Thigpen, C.C. 1987. A Sample-Size Problem in Simple Linear Regression. The American Statistician 41(3):214-215. 30. Bankier, M.D. 1988. Power Allocation: Determining Sample Sizes for Subnational Areas. SampleSizeDeterminationBiblio.pdf © 2005, Timothy G. Gregoire, Yale University The American Statistician 42(3):174-177. 31. Greenland, S. 1988. On Sample-Size and Power Calculations for Studies Using Confidence Intervals. American Journal of Epidemiology 128(1):231-237. 32. Beal, S.L. 1989. Sample Size Determination for Confidence Intervals on the Population Mean and on the Difference Between Two Population Means. Biometrics 45:969-977. 33. Bristol, D.R. 1989. Sample Sizes for Constructing Confidence Intervals and Testing Hypotheses. Statistics in Medicine 8:803-811. 34. Edwards, P.J., P. Mohai, H.G. Halverson, & D.R. Dewalle. 1989. Considerations for Throughfall Chemistry Sample-Size Determination. Forest Science 35(1):173-182. 35. Gastsonis, C. & Sampson A.R. 1989. Multiple Correlation: Exact Power and Sample Size Calculations. Psychological Bulletin 106(3):516-524. 36. Hsieh, F.Y. 1989. Sample Size Tables for Logistic Regression. Statistics in Medicine 8:795-802. 37. Kupper, L. & K.B. Hafner. 1989. How Appropriate are Population Sample Size Formulas? The American Statistician 43(2):101-105. 38. Samuels, M.L. & T.C. Lu. 1989. Sample Size Requirements for Approximation of Binomial Confidence Intervals. Purdue University Technical Report #88-03. 42 Pages. 39. Dupont, W.D. & W.D. Plummer. 1990. Power and Sample Size Calculations. Controlled Clinical Trials 11:116-128. 40. Edelman, D. 1991. The Five-Degree-of-Freedom Rule of Thumb for Fixed-Width Confidence Intervals for a Normal Mean. Biometrics 47:733-739. 41. Grieve, A.P. 1991. Confidence Intervals and Sample Sizes. Biometrics 47:1597-1603. 42. Pennington, M. & J.H. Vølstad. 1991. Optimum Size of Sampling Unit for Estimating the Density of Marine Populations. Biometrics 47:717-723. 43. Armstrong, J.B. & C.F.J. Wu. 1992. A Sample Allocation Method for Two-Phase Survey Designs. Survey Methodology 18(2):253-262. 44. Marshall, P.L., V.M. LeMay, & A. Nussbaum. 1992. Sample size adjustments to reduce the probability of exceeding a specified confidence interval width. The Forestry Chronicle 68(6):747-751. 45. Nam, J. 1992. Sample Size Determination for Case-Control Studies and the Comparison of Stratified and Unstratified Analyses. Biometrics 48:389-395. SampleSizeDeterminationBiblio.pdf © 2005, Timothy G. Gregoire, Yale University 46. Oderwald, R.G. & E. Jones. 1992. Sample sizes for point, double sampling. Can. J. For. Res. 22:980-983. 47. Samuels, M.L. & T.C. Lu. 1992. Sample Size Requirements for the Back-of-the-Envelope Binomial Confidence Interval. The American Statistician 46(3):228-231. 48. Urfer, W. & Pohlmann, H. 1992. Statistical analysis of spatially and serially correlated data. In Mathematical Modelling of Forest Ecosystems, eds J. Franke and A. Roeder, J.D. Sauerlfinder's Verlag, Frankfurt/Main. 160-167. 49. Bromaghin, J.F. 1993. Sample Size Determination for Interval Estimation of Multinomial Probabilities. The American Statistician 47(3):203-206. 50. Hilton, J.F. & C.R. Mehta. 1993. Power and Sample Size Calculations for Exact Conditional Tests with Ordered Categorical Data. Biometrics 49:609-616. 51. van Belle, G. & D.C. Martin. 1993. Sample Size as a Function of Coefficient of Variation and Ratio of Means. The American Statistician 47(3):165-167. 52. Gordon, I. & R. Watson. 1996. The Myth of Continuity-Corrected Sample Size Formulae. Biometrics 52:71-76. 53. Liu, G. & K. Liang. 1997. Sample Size Calculation for Studies with Correlated Observations. Biometrics 53:937-947. 54. Jiroutek, M.R., K.E. Muller, L.L. Kupper, & P.W. Stewart. 2003. A New Method for Choosing Sample Size for Confidence Interval-Based Inferences. Biometrics 59:580-590. 55. Zarnoch, S.J., J.W. Bentley, & T.G. Johnson. 2004. Determining sample size for tree utilization surveys. Res. Pap. SRS-34. Asheville, NC: U.S. Departments of Agriculture, Forest Service, Southern Research Station. 11 pages.