1983 Technical Reports

For full reports, please contact Statistics Department at (765) 494-6030.

1. K.-C. Li. Consistent, Asymptotically Efficient Strategies.

2. Y. Chen. Improving upon some standard estimators in continuous exponential families under arbitrary quadratic loss.

3. A. Rukhin. A Class of Minimax Estimators of a Normal Quantile.

4. E. Csaki, A. Földes. On the Narrowest Tube of a Simple Symmetric Random Walk. 

5. M. E. Bock, G. Judge, T. Yancey. A Simple Form for Inverse Moments of Non-Central Chi-Square Random Variables and the Risk of James-Stein Estimators. 

6. S. S. Gupta, A. K. Singh. On subset selection procedures for the largest mean from normal populations having a common known coefficient of variation. 

7. P. S. Puri. On an Optimal C(α)-Test of Poisson Hypothesis against Compound Poisson Alternatives. 

8. T. C. Kao, G. P. McCabe. Asymptotic properties of M-estimators with applications in Discriminant Analysis. 

9. B. Flury. Maximum Likelihood Estimation of Some Patterned 2x2 Covariance Matrices. 

10. A. L. Rukhin, J. V. Zidek. Estimation of Linear Parametric Functions for Several Exponential Samples. 

11. J. O. Berger, D. K. Dey. Truncation of Shrinkage Estimators of Normal Means in the Nonsymmetric Case. 

12. D. S. Moore. Measures of Lack of Fit From Tests of Chi-Squared Type. 

    Published in Journal of Statistical Planning and Inference, Vol. 8, pp. 151-166, 1984.

13. B. Davis, I. Monroe. Randomly Started Signals with White Noise.

14. B. Flury. A Generalization of Principal Component Analysis to K Groups. 

15. J. Chen, H. Rubin. Drawing a Sample from Density Selected at Random.

16. L. J. Gleser. Functional, Structural and Ultrastructural Errors-in-Variables Models. (Preliminary Draft).

17. S. S. Gupta, J. K. Sohn. On a Bayesian Approach to Selecting the Best among Good Populations. 

18. J. O. Berger. In Defense of the Likelihood Principle: Axiomatics and Coherency.

19. L. J. Gleser. Improving Inadmissible Estimators under Quadratic Loss. 

20. P. Protter. Approximations of Solutions of Stochastic Differential Equations Driven by Semimartingales.

21. S. S. Gupta. Optimal Sampling in Selection Problems. 

22. S. S. Gupta, K. J. Miescke. On Two-Stage Bayes Selection Procedures. 

23. T. S. Lau. Theory of Canonical Moments and Its Applications in Polynomial Regression - Part I. 

24. T. S. Lau. Theory of Canonical Moments and Its Applications in Polynomial Regression - Part II. 

25. P. S. Puri, J. W. Yackel. On a Problem of Non-Identifiability Arising in Simple Stochastic Models for Stereological Counts. 

26. T.-S. Lau, W. J. Studden. Optimal Designs for Trigonometric and Polynomial Regression Using Canonical Moments. 

27. H. Rubin. A Weak System of Axioms for "Rational" Behavior and the Non-Separability of Utility From Prior. 

28. W.-J. Huang, P. S. Puri, H. Rubin. Another Look at Poisson Processes. 

29. S. S. Gupta, D. Y. Huang, C. L. Chang. Selection Procedures for Optimal Subset of Regression Variables. (Same as 82-2.)

30. L. J. Gleser. A Note on Dolby's Ultrastructural Model. 

31. S. S. Gupta, S. Panchapakesan, J. K. Sohn. On the Distribution of the Studentized Maximum of Equally Correlated Normal Random Variables. 

32. M.-N. L. Huang. Design Problems in Model Robust Regression and Exact D-Optimality. 

33. S. Y. Chen. Restricted Risk Bayes Estimation for the Mean of the Multivariate Normal Distribution. 

34. K. C. Li. From Stein's Unbiased Risk Estimates to the Method of Generalized Cross-Validation.

35. J. O. Berger, L. M. Berliner. Robust Bayes and Empirical Bayes Analysis with ε-Contaminated Priors. 

36. J. O. Berger, L. M. Berliner. Bayesian Input in Stein Estimation and a New Minimax Empirical Bayes Estimator. 

37. S. S. Gupta, L. Y. Leu. On Bayes and Empirical Bayes Rules for Selecting Good Populations. 

38. S. Jeyaratnam, S. Panchapakesan. An Estimation Problem Relating to Subset Selection for Normal Populations. 

39. K. J. Miescke. Two-Stage Selection Procedures Based on Tests. 

40. C.-S. Cheng, K.-C. Li. Optimality Criteria in Survey Sampling. 

41. S. S. Gupta, L. Y. Leu. An Asymptotic Distribution-Free Selection Procedure for a Two-Way Layout Problem. 

42. B. N. Flury. A Note on Multivariate Parallel Regression. 

43. T. S. Lau, W. J. Studden. On an Extremal Problem. This Technical Report is no longer available. See #84-43.

44. S. S. Gupta, G. C. McDonald. A Statistical Selection Approach to Binomial Models. 

45. S. M. Samuels. A Best Choice Problem with Linear Travel Cost. Published in the Journal of the American Statistical Association, Vol. 80, pp. 461-464, 1985.

46. S. S. Gupta, L.-Y. Leu. Isotonic Procedures for Selecting Populations Better than a Standard: For Two-Parameter Exponential Distributions.

47. T. Sellke. On the Distribution of Sums of Symmetric Random Variables and Vectors. 

48. J. O. Berger. The Frequentist Viewpoint and Conditioning. 

49. A. Takemura. On the Equivalence of Proportional Cell Frequencies and Orthogonality of Interaction Spaces in n-way ANOVA. 

50. P. Protter. Volterra Equations Driven by Semimartingales. 

51. T. F. Lin. On the Stochastic Integrals of Gaussian Processes and Local Times. 

52. B. Davis, E. Perkins. Brownian slow points: The critical case. 

53. D. S. Moore. Chi-Squared Tests of Fit - A Survey for Users. 

    Published in Goodness of Fit Techniques, Editors R. D'Agostini and M. A. Stephens, pp. 63--95, 1986.

54. A. L. Rukhin. Admissibility and Minimaxity Results in the Estimation Problem of Exponential Quantiles.