1990 Technical Reports - Department of Statistics - Purdue University Skip to main content

1990 Technical Reports

For full reports, please contact Statistics Department at (765) 494-6030.
  1. C: S. S. Gupta, T.-C. Liang. Bayes and Empirical Bayes Rules for Selecting Fair Multinomial Populations. 

  2. B. Davis. Intrinsic Ultracontractivity and the Dirichlet Laplacian. 

  3. L. D. Brown, E. Greenshtein. Two-Sided Sequential Tests. 

  4. E. Greenshtein. A Note on Bahadur's Transitivity. 

  5. C: J. Berger, K. Ye. Noninformative Priors for Inferences in Exponential Regression Models. 

  6. S. N. Hande. Nonparametric Selection, Ranking and Testing. 

  7. M. E. Lipschutz, S. M. Samuels. Ordinary Chondrites: Multivariate Statistical Analysis of Trace Element Contents. Published in Geochimica et Cosmochimica Acta, Vol. 55, pp. 19-34, 1991.

  8. A. Basu, A. Bose, J. K. Ghosh. An Expository Review of Sequential Design and Allocation Rules. 

  9. A. Bose, T. K. Chandra. Cesàro Uniform Integrability and Lp-Convergence. 

  10. T.-C. Liang. Characterizing Exponential Distributions Via Conditional Independence. 

  11. B. S. Clarke, A. R. Barron.. Bayes and Minimax Asymptotics of Entropy Risk. 

  12. E. Greenshtein. Sequential Batch Sampling. 

  13. T.-C. Liang. A Note on Characterizing Geometric Distributions. 

  14. A. Bose, B. Boukai. Second Order Sequential Estimation Results for a Two-Parameter Exponential Family of Distributions. 

  15. F. Perron. Monotonic Minimax Estimators of a 2×2 Covariance Matrix. 

  16. F. Perron. Minimax Estimators of a Covariance Matrix. 

  17. P. Müller. Monte Carlo Integration in General Dynamic Models. 

  18. T. Kuczek, T. C. K. Chan. A Mathematical Model for Tumor Drug Resistance Based on Salvage Metabolism. 

  19. E. Greenshtein. Comparison of Sequential Experiments. 

  20. S. Lalley. Saddle-Point Approximations and Space-Time Martin Boundary for Nearest Neighbor Random Walk on a Homogeneous Tree. 

  21. W.-L. Loh. Classification into Two Multivariate Normal Distributions with Equal Covariance Matrices. 

  22. A. DasGupta, J. K. Ghosh, M.-M. Zen. Bayesian Analysis of a Multivariate Normal Mean with Flat Tailed Priors. 

  23. C: S. S. Gupta, N. Balakrishnan. Logistic Order Statistics and Their Properties. 

  24. C: F. Perron. Testing Independence with Additional Information. 

  25. C: S. S. Gupta, Y. Liao. Classical and Bayes-P* Subset Selection Procedures for Double Exponential Populations. 

  26. C: S. S. Gupta, S. N. Hande. On Some Parametric Selection Procedures. 

  27. C: S. S. Gupta. Recent Advances in Statistical Ranking and Selection: Theory and Methods. 

  28. C: S. Panchapakesan. Ranking and Selection Procedures for Logistic Populations. 

  29. C: J. A. C. Sanchez. Ranges of Posterior Means for Some Classes of Normal Hierarchical Priors. 

  30. B. Davis. Intrinsic Ultracontractivity and Probability. 

  31. D. R. Black, J. P. Sciacca, D. C. Coster. Body Mass Index and Likelihood of Health Care Dollar Utilization: Initiatives to Maintain or Promote Health. 

  32. C: J. O. Berger. A Comparison of Minimal Bayesian Tests of Precise Hypotheses. 

  33. 9C. S. S. Gupta, K. J. Miescke. On Combining Selection and Estimation in the Search for the Largest Binomial Parameter.

  34. C: F. Perron. Estimation of a Mean Vector in Two Sample Problems. 

  35. C: L. S. Freedman, R. J. Carroll, Y. Wax. Estimating the Relationship Between Dietary Intake Obtained From a Food Frequency Questionnaire and True Average Intake.

  36. C: E. I. George, C. Robert. Capture-Recapture Models and Bayesian Sampling. [New title: Calculating Bayes Estimates for Capture - Recaptured Models, revised 7/91.] 

  37. C: B. Ya. Levit. Approximately Integrable Linear Statistical Models in Non-Parametric Estimation.

  38. C: J. O. Berger, J. Mortera. Interpreting the Stars in Precise Hypothesis Testing.

  39. C: F. Perron. Confidence Sets Having the Shape of a Half Space. 

  40. F.-C. Chang, J. H. B. Kemperman, W. J. Studden. A Normal Limit Theorem for Moment Sequences.

  41. J. Burt. Towards Agreement: Bayesian Experimental Design.

  42. A. DasGupta and M. Delampady. Γ-Minimax Estimation of Vector Parameters in Restricted Parameter Spaces. 

  43. C: R. J. Carroll, S. Pederson. Further Remarks on Robustness in the Logistic Regression Model. 

  44. B.-S. So. On Adaptive Estimation in the Semiparametric Threshold AR (1) Model. 

  45. B.-S. So. On Adaptive Estimation in the Non-Linear Threshold AR (1) Model. 

  46. B. Clarke, J. R. Mittenthal. Modularity and Reliability in the Organization of Organisms.

  47. A. DasGupta, M. Delampady. Bayesian Hypothesis Testing with Symmetric and Unimodal Priors. 

  48. S. Basu, A. DasGupta. Bayesian Analysis Under Distributions Bands: The Role of the Loss Function. 

  49. C: S. Sivaganesan, J. O. Berger. Robust Bayesian Analysis of the Binomial Empirical Bayes Problem. 

  50. P. Protter, J. Jacod. A Remark on Stochastic Differential Equations with Markov Solutions. 

  51. S. M. Samuels. An All-At-Once Proof of Ignatov's Theorem. Published in Strategies for Sequential Search and Selection in Real Time, Contemporary Mathematics, American Mathematical Society, Vol. 125, pp. 231-238, 1992.

  52. S.-Y. Huang, W. J. Studden. Density Estimation Using Spline Projection Kernels. 

  53. D. N. Politis, J. P. Romano. On the Sample Variance of Linear Statistics Derived from Mixing Sequences. 

  54. T. G. Kurtz, P. Protter. Weak Limit Theorems for Stochastic Integrals and Stochastic Differential Equations. E. Carlen, P. Protter. On Semimartingale Decompositions of Convex Functions of Semimartingales. 

  55. C: S. S. Gupta, Y. Liao. Subset Selection Procedures for the Binomial Models Based on Some Priors and Some Applications.

  56. S. P. Lalley. Finite Range Random Walk on Free Groups and Homogeneous Trees. 

  57. C: B. Liseo. Elimination of Nuisance Parameters with Reference Noninformative Priors. 

  58. A. W. Barbour, L. H. Y. Chen, W.-L. Loh. Compound Poisson Approximation for Nonnegative Random Variables Via Stein's Method. 

  59. C: S. S. Gupta, S. N. Hande. On Some Nonparametric Selection Procedures. (Revised and updated version of 90-26C.) 

  60. C. Gu, G. Wahba. Semiparametric Anova with Tensor Product Thin Plate Splines. 

  61. C: S. S. Gupta, S. N. Hande. On Selecting a Population Close to a Control: A Nonparametric Approach. 

  62. C: M. Zen, A. DasGupta. Estimating a Binomial Parameter: Is Robust Bayes Real Bayes? 

  63. A. DasGupta. Bounds on Asymptotic Relative Efficiencies of Robust Estimates of Locations for Contaminations by Scale Mixtures.

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