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TeachingSampling (version 4.1.1)
Selection of Samples and Parameter Estimation in Finite Population
Description
Allows the user to draw probabilistic samples and make inferences from a finite population based on several sampling designs.
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Version
Version
4.1.1
4.0.1
3.6.0
3.4.2
3.2.2
3.2.1
3.1.1
2.0.1
1.7.9
1.4.9
1.1.9
1.0.2
0.8.1
0.7.6
Install
install.packages('TeachingSampling')
Monthly Downloads
1,495
Version
4.1.1
License
GPL (>= 2)
Maintainer
Hugo Gutierrez Rojas
Last Published
April 21st, 2020
Functions in TeachingSampling (4.1.1)
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E.PPS
Estimation of the Population Total under Probability Proportional to Size Sampling With Replacement
E.WR
Estimation of the Population Total under Simple Random Sampling With Replacement
E.2SI
Estimation of the Population Total under Two Stage Simple Random Sampling Without Replacement
E.Trim
Weight Trimming and Redistribution
E.UC
Estimation of the Population Total and its variance using the Ultimate Cluster technique
E.SI
Estimation of the Population Total under Simple Random Sampling Without Replacement
E.SY
Estimation of the Population Total under Systematic Sampling Without Replacement
E.STpiPS
Estimation of the Population Total under Stratified Probability Proportional to Size Sampling Without Replacement
E.STSI
Estimation of the Population Total under Stratified Simple Random Sampling Without Replacement
E.Quantile
Estimation of a Population quantile
IkRS
Sample Membership Indicator for Random Size sampling designs
GREG.SI
The Generalized Regression Estimator under SI sampling design
HT
The Horvitz-Thompson Estimator
E.STPPS
Estimation of the Population Total under Stratified Probability Proportional to Size Sampling With Replacement
E.piPS
Estimation of the Population Total under Probability Proportional to Size Sampling Without Replacement
Ik
Sample Membership Indicator
IkWR
Sample Membership Indicator for with Replacements sampling designs
Lucy
Some Business Population Database
VarSYGHT
Two different varaince estimators for the Horvitz-Thompson estimator
S.STSI
Stratified sampling applying SI design in all strata
HH
The Hansen-Hurwitz Estimator
Pikl
Second Order Inclusion Probabilities for Fixed Size Without Replacement Sampling Designs
S.STpiPS
Stratified Sampling Applying Without Replacement piPS Design in all Strata
IPFP
Iterative Proportional Fitting Procedure
S.BE
Bernoulli Sampling Without Replacement
Pik
Inclusion Probabilities for Fixed Size Without Replacement Sampling Designs
Wk
The Calibration Weights
T.SIC
Computation of Population Totals for Clusters
S.PO
Poisson Sampling
VarHT
Variance of the Horvitz-Thompson Estimator
nk
Sample Selection Indicator for With Replacement Sampling Designs
p.WR
Generalization of every with replacement sampling design
PikHol
Optimal Inclusion Probabilities Under Multi-purpose Sampling
S.PPS
Probability Proportional to Size Sampling With Replacement
S.SI
Simple Random Sampling Without Replacement
SupportWR
Sampling Support for Fixed Size With Replacement Sampling Designs
SupportRS
Sampling Support for Random Size Without Replacement Sampling Designs
S.piPS
Probability Proportional to Size Sampling Without Replacement
PikPPS
Inclusion Probabilities in Proportional to Size Sampling Designs
S.STPPS
Stratified Sampling Applying PPS Design in all Strata
PikSTPPS
Inclusion Probabilities in Stratified Proportional to Size Sampling Designs
Support
Sampling Support for Fixed Size Without Replacement Sampling Designs
S.SY
Systematic Sampling
S.WR
Simple Random Sampling With Replacement
BigCity
Full Person-level Population Database
BigLucy
Full Business Population Database
E.1SI
Estimation of the Population Total under Single Stage Simple Random Sampling Without Replacement
E.BE
Estimation of the Population Total under Bernoulli Sampling Without Replacement
E.Beta
Estimation of the population regression coefficients under SI designs
Deltakl
Variance-Covariance Matrix of the Sample Membership Indicators for Fixed Size Without Replacement Sampling Designs
Domains
Domains Indicator Matrix
E.PO
Estimation of the Population Total under Poisson Sampling Without Replacement