CONTRIBUTIONS TO A GENERAL ASYMPTOTIC STATISTICAL THEORY

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1. ASYMPTOTIC STUDY OF THE MAXIMUM LIKELIHOOD ESTIMATOR FOR NON-HOMOGENEOUS DIFFUSION PROCESSES
2. MINIMAX SAMPLING STRATEGIES FOR ESTIMATING A FINITE POPULATION DISTRIBUTION FUNCTION
3. ESTIMATION OF LINEAR PARAMETRIC FUNCTIONS FOR SEVERAL EXPONENTIAL SAMPLES
4. RANK ESTIMATORS OF SCORES FOR TESTING INDEPENDENCE
5. REPRESENTATION OF M-ESTIMATORS WITH THE SECOND-ORDER ASYMPTOTIC DISTRIBUTION
6. ON CONSTRAINED MINIMIZATION OF THE BAYES RISK FOR THE LINEAR MODEL
7. PARAMETER ESTIMATION FOR DISTRIBUTIONS WITH REGULARLY VARYING TAILS
8. A NOTE ON M-ESTIMATION IN STATIONARY ARMA PROCESSES
9. ON RECURSIVE ESTIMATION OF THE MODE
10. A NOTE ON AN INEQUALITY OF EXPONENTIAL RATES
11. A STRONG LAW FOR THE OSCILLATION MODULUS OF THE MULTIVARIATE EMPIRICAL PROCESS
12. CHOQUET THEOREM FOR COMPACT MEASURES
13. CONTRIBUTIONS TO A GENERAL ASYMPTOTIC STATISTICAL THEORY
14. Author Index of Volume 3
15. INSTRUCTIONS TO AUTHORS
16. Masthead
17. Index of Volume 3 (1985)