Yves Tille - Sampling and Estimation from Finite Populations
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- Название:Sampling and Estimation from Finite Populations
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Sampling and Estimation from Finite Populations: краткое содержание, описание и аннотация
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Sampling and Estimation from Finite Populations Provides an up-to-date review of the theory of sampling Discusses the foundation of inference in survey sampling, in particular, the model-based and design-based frameworks Reviews the problems of application of the theory into practice Also deals with the treatment of non sampling errors
is an excellent book for methodologists and researchers in survey agencies and advanced undergraduate and graduate students in social science, statistics, and survey courses.
is selected in sample
.Figure 7.4 The sample
is the intersection of samples
and
.
grid, a systematic sample and a stratified sample with one u...Figure 8.2 Recursive quadrant function used for the GRTS method with three sub...Figure 8.3 Original function with four random permutations.Figure 8.4 Samples of 64 points in a grid of
points using simple designs, GR...Figure 8.5 Sample of 64 points in a grid of
points and Voronoï polygons. App...Figure 8.6 Interval corresponding to the first wave (extract from Qualité, 20...Figure 8.7 Positive coordination when
(extract from Qualité, 2009).Figure 8.8 Positive coordination when
(extract from Qualité, 2009).Figure 8.9 Negative coordination when
(extract from Qualité, 2009).Figure 8.10 Negative coordination when
(extract from Qualité, 2009).Figure 8.11 Coordination of a third sample (extract from Qualité, 2009).Figure 8.12 Two survey frames
and
cover the population. In each one, we se...Figure 8.13 In this example, the points represent contaminated trees. During t...Figure 8.14 Example of indirect sampling. In population
the units surrounded...
with
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.Figure 12.2 Linear method: function
with
and
Figure 12.3 Linear method: function
with
.Figure 12.4 Raking ratio: pseudo‐distance
with
and
.Figure 12.5 Raking ratio: function
with
and
.Figure 12.6 Raking ratio: function
with
.Figure 12.7 Reverse information: pseudo‐distance
with
and
.Figure 12.8 Reverse information: function
with
and
.Figure 12.9 Reverse information: function
with
.Figure 12.10 Truncated linear method: pseudo‐distance
with
, and
.Figure 12.11 Truncated linear method: function
with
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.Figure 12.12 Truncated linear method: calibration function
with
, and
Figure 12.13 Pseudo‐distances
with
and
.Figure 12.14 Calibration functions
with
and
.Figure 12.15 Logistic method: pseudo‐distance
with
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.Figure 12.16 Logistic method: function
with
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.Figure 12.17 Logistic method: calibration function
with
and
.Figure 12.18 Deville calibration: pseudo‐distance
with
Figure 12.19 Deville calibration: calibration function
with
.Figure 12.20 Pseudo‐distances
of Roy and Vanheuverzwyn with
,
, and
.Figure 12.21 Calibration function
of Roy and Vanheuverzwyn with
and
.Figure 12.22 Variation of the
‐weights for different calibration methods as a...