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Metrika
Tome 43 (1996)
no. 3
Précédent
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Volume 43 (1996) no. 3
Sommaire
Quasi-Maximum Likelihood Estimation of Parameters in a Multivariate Poisson Process.
Zbigniew Szkutnik
p. 1-16
Shrinkage Estimation of the Proportion in Randomized Response.
S.E. Ahmed
;
V.K. Rohatgi
p. 17-30
An Outlier Test for Linear Processes - II. Large Contamination.
Thomas Flak
;
Wolfgang Schmid
p. 31-42
A Less Sensitive Linear Detector for the Change Point Based on Kernel Smoothing Method.
Yanhong Wu
p. 43-56
Least Squares Estimator for Regression Models with some Deterministic Time Varying Parameters.
Mohamed Boutahar
;
Claude Deniau
p. 57-68
Consistency and Asymptotic Normality of Maximum Likelihood Estimation for Gaussian Markov Processes from Discrete Obersvations.
Birgit Gaschler
p. 69-90
Repeated Substitution Method: The Ratio Estimator for the Population Variance.
M. Rueda Garcia
;
A. Arcos Cebrian
p. 101-106
Generalized Gauss-Chebyshev Inequalities for Unimodal Distributions.
Thomas Sellke
p. 107-122
Estimating Regression Coefficients from Survey Data by Asymptotic Desingn-Cum-Model Based Approach.
Arijit Chaudhuri
;
Tapabrata Haiti
p. 123-134
On Characterizing Distributions by Conditional Expectations of Functions of Order Statistics.
Jong-Wuu Wu
;
L.Y. Ouyang
p. 135-148
Modelling of Repairable Systems with Various Degrees of Repair.
Falk Bathe
;
Jürgen Franz
p. 149-164
A Simple and Effective Scanning Rule for a Multi-Channel System.
Vladimir Dragalin
p. 165-182
Run Length Distributions and Economic Design of X Charts with Unknown Process Variance.
Enrique Del Castillo
p. 189-202
Orthogonal Main Effect Plans for Two and Three Factors in Small Blocks.
J. A. Eccleston
;
J.A. John
p. 203-212
A Minimax Property of Lahiri-Midzuno-Sen's Sampling Scheme.
H. Stenger
;
S. Gabler
p. 213-220
On a Class of Discrete Distributions Arising from the Birth-Death-with-Immigration Process.
S.H. Ong
p. 221-236
Minimum Kolmogorov Distance Estimates of Parameters an Parametrized Distributions.
L. Györfi
;
I. Vajda
;
E. van der Meulen
p. 237-256
Bartlett Corrections for the Weibull Distribution.
Waltraud Kahle
p. 257-263