CRC Handbook of Tables for the Use of Order Statistics in Estimation

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CRC Press, Feb 21, 1996 - Mathematics - 688 pages
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The CRC Handbook of Tables for the Use of Order Statistics in Estimation revises and significantly expands upon the well-known Order Statistics and Their Use in Testing and Estimation (Volume 2), published in 1970. It brings together tables relating to order statistics from many important distributions and provides maximum likelihood estimations of their parameters based on complete as well as Type-II censored samples. This practical reference describes in detail the method of computation used to construct the tables and illustrates their usefulness with practical examples. The CRC Handbook of Tables for the Use of Order Statistics in Estimation is easy to use and provides information on order statistics estimation at your fingertips.
 

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Contents

QuasiBanges of Samples from a Normal Population
5
Single Order Statistics From Populations Related to
6
List of Tables
7
The Range of Samples From a Rectangular Population
25
Expected Values Variances and Covariances of Order Statistics
31
One or Two Order Statistics From an Exponential Population
86
Singly Censored Samples From Populations Related to
105
Doubly Censored Samples From Various Populations
149
Variances and covariances of normal order statistics
357
Expected values of exponential order statistics
363
Variances and covariances of exponential order statistics
386
C5 Moments of Exponential Weibull and Gamma Populations
461
Expected value of logGamma order statistics
471
Variances and covariances of Cauchy order statistics
481
Expected values of Pareto order statistics
501
Expected values of Students t order statistics
507

0 2 2 5 and 7 0 3 to 0 3
206
A2 Variances of quasiranges
217
A4 Efficiency of point estimators of a hased on quasiranges
225
A6 Percentage points of the rth quasirange Wr for samples of size
235
A7 Coefficients of wr in exact lower confidence bounds for a with
261
A8 Most effective efficient interval estimators for a hased on
287
Bl Efficient point estimators for a hased on range
311
Variances and covariances of Students t order statistics
513
Variances and covariances of half logistic order statistics
521
Variances and covariances of Type I generalized logistic order statistics
527
Most efficient unbiased point estimators for r hased
533
D3 Most efficient unbiased point estimators for two parameters hased
547
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