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Volume 69 (2025)
Volume 69, Issue 2 (In Progress)
Pg 129 - 153 (August 2025)
Volume 69, Issue 1
Pg 1 - 128 (April 2025)
Volume 68 (2024)
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Volume 67 (2023)
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Pg 1 - 112 (April 2023)
Volume 66 (2022)
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Volume 65 (2022)
Volume 65,
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Volume 64 (2022)
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Volume 63 (2021)
Volume 63, Issue 2
Pg 51 - 134 (December 2021)
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Volume 62 (2021)
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Volume 61 (2021)
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Volume 58 (2020)
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Volume 57 (2019)
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Pg 103 - 170 (November 2019)
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Pg 93 - 168 (July 2019)
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Pg 1 - 91 (May 2019)
Volume 55 (2019)
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Pg 83 - 167 (March 2019)
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Pg 1 - 82 (January 2019)
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Pg 327 - 425 (July 2018)
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Pg 225 - 326 (May 2018)
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Pg 1 - 140 (January 2018)
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Pg 1 - 206 (July 2000)
Volume 3 (1999)
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Pg 213 - 409 (December 1999)
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Pg 1 - 212 (July 1999)
Volume 2 (1998)
Volume 2, Issue 2
Pg 105 - 214 (December 1998)
Volume 2, Issue 1
Pg 1 - 103 (July 1998)
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All new articles and volumes will be published only on our new website —
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Notice:
All new articles and volumes will be published only on our new website —
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Far East Journal of Theoretical Statistics
Far East Journal of Theoretical Statistics
Volume 3, Issue 2, Pages 319 - 329 (December 1999)
ON EXTREME RANKED SET SAMLING WITH SIZE BIASED PROBABILITY OF SELETION
Hassen A. Muttlak (Saudi Arabia)
Abstract:
Extreme ranked set sampling (ERSS) may be combined with size biased probability of selection. A two-phase sample is assumed. In the first phase, units are selected with probability proportional to their size, In the second phase units are selected using ERSS to increase the efficiency of the estimators relative to simple random sampling (SRS). There will be a loss in efficiency depending on the amount of errors in ranking the units using the usual ranked set sampling (RSS), the ERSS can be used to reduce the errors in ranking the units selected from the population. Estimators of the population mean and the population size are considered. The ERSS with probability proportion to size and with errors. In ranking is considered and compared wit RSS with errors in raking.
Keywords and phrases:
errors in ranking, ranked set sampling, sample random sampling, two-phase sampling.
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P-ISSN: 0972-0863
E-ISSN: 3048-7358
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