THE ASYMPTOTIC EFFICIENCY OF CONDITIONAL SLIPPAGE TESTS FOR EXPONENTIAL FAMILIES

Articles in the same Issue

1. SOME PROPERTIES OF WEIGHTED MULTIVARIATE EMPIRICAL PROCESSES
2. THE ASYMPTOTIC EFFICIENCY OF CONDITIONAL SLIPPAGE TESTS FOR EXPONENTIAL FAMILIES
3. ON THE ASYMPTOTICALLY OPTIMAL SOLUTION WITHIN A CERTAIN CLASS OF KERNEL TYPE ESTIMATORS
4. PIVOTAL QUANTITIES AND INVARIANT CONFIDENCE REGIONS
5. ON MINIMAX TESTING BETWEEN PROHOROV NEIGHBOURHOODS
6. INVARIANT LEAST FAVOURABLE DISTRIBUTIONS AND MOST STRINGENT TESTS
7. AN EXTENSION OF LYAPOUNOV'S CONVEXITY THEOREM AND (NON-)RANDOMIZATION OF TESTS
8. ON THE MONOTONE LIKELIHOOD RATIO ORDER FOR LIPSCHITZ-CONTINUOUS DENSITIES
9. ON THE RATE OF CONVERGENCE IN SAMPFORD-DURBIN SAMPLING FROM A FINITE POPULATION
10. A RANDOM COEFFICIENT MOVING AVERAGE MODEL
11. DETERMINATION OF THE BASIS OF A CONVERGENT NON-HOMOGENEOUS MARKOV CHAIN
12. ON THE PROBLEM OF GENERATING SIGMA-ALGEBRAS BY TOPOLOGIES
13. Pranab Kumar Sen: SEQUENTIAL NONPARAMETRICS: INVARIANCE PRINCIPLES AND STATISTICAL INFERENCE
14. Walther Eberl, jr. ; Otto Moeschlin: MATHEMATISCHE STATISTIK
15. Referees for volume 1 (1983) and volume 2 (1984)
16. Author of Index of Volume 2
17. INSTRUCTIONS TO AUTHORS
18. Masthead
19. Index of Volume 2