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General framework for the rotation of units in repeated survey sampling

Auteur(s)
Nedyalkova, Desislava 
Institut de statistique 
Qualité, Lionel 
Institut de statistique 
Tillé, Yves 
Institut de statistique 
Date de parution
2009-3-23
In
Statistica Neerlandica
Vol.
3
No
63
De la page
269
A la page
293
Revu par les pairs
1
Mots-clés
  • sampling algorithms
  • sample coordination
  • business surveys
  • systematic sampling
  • sampling algorithms

  • sample coordination

  • business surveys

  • systematic sampling

Résumé
Coordination of probabilistic samples is a challenging theoretical problem faced by statistical institutes. One of their aims is to obtain good estimates for each wave while spreading the response burden across the entire population. There is a collection of existing solutions that try to attend to these needs. These solutions, which were developed independently, are integrated in a general framework and their corresponding longitudinal designs are computed. The properties of these longitudinal designs are discussed. It is also noted that there is an antagonism between a good rotation and control over the cross-sectional sampling design. A compromise needs to be reached between the quality of the sample coordination, which appears to be optimal for a systematic longitudinal sampling design, and the freedom of choice of the cross-sectional design. In order to reach such a compromise, an algorithm that uses a new method of longitudinal sampling is proposed.
Identifiants
https://libra.unine.ch/handle/123456789/11345
_
10.1111/j.1467-9574.2009.00423.x/abstract
Type de publication
journal article
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