A Note on Inclusion Probability in Ranked Set Sampling and Some of Its Variations

Mohammad F. Al-Saleh; Hani Samawi

doi:10.1007/s11749-006-0009-7

A Note on Inclusion Probability in Ranked Set Sampling and Some of Its Variations

Mohammad F. Al-Saleh, Hani Samawi

Biostatistics, Epidemiology, & Environmental Health Sciences

Yarmouk University

Research output: Contribution to journal › Article › peer-review

24 Scopus citations

Abstract

Inclusion probabilities are design dependent and should be furnished with the design elements. Inclusion probability of an element in the population is the probability that the element will be chosen in a sample. In this paper the inclusion probabilities in the case of ranked set sampling design and some of its variations are furnished. This paper provides good and interesting examples of sampling designs for which the inclusion probabilities are not equal.

Original language	American English
Journal	Test
Volume	16
DOIs	https://doi.org/10.1007/s11749-006-0009-7
State	Published - May 1 2007

Keywords

Inclusion probability
Moving extreme ranked set sampling
Ranked set sampling

DC Disciplines

Public Health
Biostatistics
Community Health

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10.1007/s11749-006-0009-7License: Unspecified

https://doi.org/10.1007/s11749-006-0009-7

Cite this

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title = "A Note on Inclusion Probability in Ranked Set Sampling and Some of Its Variations",

abstract = "Inclusion probabilities are design dependent and should be furnished with the design elements. Inclusion probability of an element in the population is the probability that the element will be chosen in a sample. In this paper the inclusion probabilities in the case of ranked set sampling design and some of its variations are furnished. This paper provides good and interesting examples of sampling designs for which the inclusion probabilities are not equal.",

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N2 - Inclusion probabilities are design dependent and should be furnished with the design elements. Inclusion probability of an element in the population is the probability that the element will be chosen in a sample. In this paper the inclusion probabilities in the case of ranked set sampling design and some of its variations are furnished. This paper provides good and interesting examples of sampling designs for which the inclusion probabilities are not equal.

AB - Inclusion probabilities are design dependent and should be furnished with the design elements. Inclusion probability of an element in the population is the probability that the element will be chosen in a sample. In this paper the inclusion probabilities in the case of ranked set sampling design and some of its variations are furnished. This paper provides good and interesting examples of sampling designs for which the inclusion probabilities are not equal.

KW - Inclusion probability

KW - Moving extreme ranked set sampling

KW - Ranked set sampling

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VL - 16

JO - Test

JF - Test

ER -

A Note on Inclusion Probability in Ranked Set Sampling and Some of Its Variations

Abstract

Keywords

DC Disciplines

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