Statistical Inference and Design of Experiments

Framsida
Ulhas J. Dixit, Meena R. Satam
Alpha Science Int'l Ltd., 1999 - 192 sidor
The present aim of this volume is to inform about the recent developments in the theoretical and applied aspects of statistics. We do have emphasized on the development of new or modified methodologies to cover applied problems. This is a volume comprising the major part of statistical inference and design of experiments.Special features of this volume are :?Applications of Experimental Design?Construction of Design?MANOVA Problems?Estimation of Dual Frame Surveys?Reliability?Non-Parametric Estimation?Bivariate Exponential Distribution?Sufficiency and Rao-Blackwell theorem in nuisance parameters?Evaluation of Colleges by Principal component method?Lr-Convergence of Normalised Weighted Sum?Testing in mixed failure time distribution?Cusum chart?Diagnostic for a Weibull Frailty Model
 

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Sufficiency and RaoBlackwell Theorem in the Presence
1
Estimation of the Parameters of a Bivariate Exponential Distribution
13
Tests of Hypotheses about the Parameters of Mixed Failure Time Distribution
20
Estimation of PY X in the Problem of the Nile
28
Diagnostics for a Weibull Frailty Model
36
On estimation of PX c Based on a Ranked Set Sample
47
Cumulative Sum Control Chart For the Scale Parameter
55
Pseudo Maximum Likelihood And Single
63
Construction Method For Seven DOptimal Weighing Designs
99
Constructions of Nested Group Divisible Designs
110
Row and Column Incidence Matrices of a Lattice Square Design
117
Cochrans Theorem and Related Results on Matrix Rank Over a
125
An Alternative Approach to MANOVA Problems
134
Evaluation of Selected Junior Colleges in Mumbai in Science Stream
146
Trimmed Symmetric Norms and MANOVA Multiple Comparisons
156
Marked Branching Chains with Immigration
171

F system with
72
The Mean Residual Life with a Concomitant
79
Some applications of Experimental Designs
92
On the L Convergence of Normalized Weighted Sums
183
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