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Sampling with unequal probabilities

Sampling with unequal probabilities
Sampling with unequal probabilities
Since the mid 1950s, there has been a well-developed theory of sample survey design inference embracing complex designs with stratification and unequal probabilities (Smith, 2001). Unequal probability sampling was first suggested by Hansen and Hurwitz (1943) in the context of sampling with replacement. Narain (1951), Horvitz and Thompson (1952) developed the corresponding theory for sampling without replacement. A large part of survey sampling literature is devoted to unequal probabilities sampling, and more than 50 sampling algorithms have been proposed.
978-0-444-53124-7
39-54
North-Holland,
Berger, Y.G.
8fd6af5c-31e6-4130-8b53-90910bf2f43b
Tille, Y.
80782455-8c03-4e21-8a79-2df278a3cfe7
Pfeffermann, Danny
Rao, C.R.
Berger, Y.G.
8fd6af5c-31e6-4130-8b53-90910bf2f43b
Tille, Y.
80782455-8c03-4e21-8a79-2df278a3cfe7
Pfeffermann, Danny
Rao, C.R.

Berger, Y.G. and Tille, Y. (2009) Sampling with unequal probabilities. In, Pfeffermann, Danny and Rao, C.R. (eds.) Handbook of Statistics 29A. Amsterdam, NL. North-Holland,, pp. 39-54. (doi:10.1016/S0169-7161(08)00002-3).

Record type: Book Section

Abstract

Since the mid 1950s, there has been a well-developed theory of sample survey design inference embracing complex designs with stratification and unequal probabilities (Smith, 2001). Unequal probability sampling was first suggested by Hansen and Hurwitz (1943) in the context of sampling with replacement. Narain (1951), Horvitz and Thompson (1952) developed the corresponding theory for sampling without replacement. A large part of survey sampling literature is devoted to unequal probabilities sampling, and more than 50 sampling algorithms have been proposed.

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Published date: September 2009
Related URLs:
Organisations: Statistical Sciences Research Institute

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Local EPrints ID: 350497
URI: http://eprints.soton.ac.uk/id/eprint/350497
ISBN: 978-0-444-53124-7
PURE UUID: ca78ca18-111c-4cc3-8db6-1b4134e75d49
ORCID for Y.G. Berger: ORCID iD orcid.org/0000-0002-9128-5384

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Date deposited: 08 Apr 2013 10:14
Last modified: 15 Mar 2024 03:00

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Contributors

Author: Y.G. Berger ORCID iD
Author: Y. Tille
Editor: Danny Pfeffermann
Editor: C.R. Rao

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