The problem of bootstrapping the estimator's variance under a probability proportional to size design is examined. Focusing on the Horvitz-Thompson estimator, three πPS-bootstrap algorithms are introduced with the purpose of both simplifying available procedures and of improving efficiency. Results from a simulation study using both natural and artificial data are presented in order to empirically investigate the properties of the provided bootstrap variance estimators

Bootstrap algorithms for variance estimation in πPS sampling / A. Barbiero, F. Mecatti - In: Complex data modeling and computationally intensive statistical methods / [a cura di] P. Mantovan, P. Secchi. - Milano : Springer Italia, 2010. - ISBN 978-88-470-1385-8.

Bootstrap algorithms for variance estimation in πPS sampling

A. Barbiero
Primo
;
2010

Abstract

The problem of bootstrapping the estimator's variance under a probability proportional to size design is examined. Focusing on the Horvitz-Thompson estimator, three πPS-bootstrap algorithms are introduced with the purpose of both simplifying available procedures and of improving efficiency. Results from a simulation study using both natural and artificial data are presented in order to empirically investigate the properties of the provided bootstrap variance estimators
Auxiliary variable ; Efficiency ; Horvitz-Thompson estimator ; Inclusion probability ; Non-iid sampling ; Probability proportional to size sampling ; Simulations
Settore SECS-S/01 - Statistica
2010
http://www2.mate.polimi.it/ocs/viewpaper.php?id=130&cf=7
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Utilizza questo identificativo per citare o creare un link a questo documento: https://hdl.handle.net/2434/147323
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