A Note on Diagonal Circular Systematic Sampling

Khan, Zaheen; Gupta, Sat; Shabbir, Javid

doi:10.1080/15598608.2013.801805

Cited by 3 publications

(1 citation statement)

References 3 publications

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“…Diagonal Circular Systematic Sampling (DCSS) proposed by [5] is an extension of DSS to the circular version of systematic sampling. A note on DCSS has been proposed by [3]. However, some of these schemes are applicable when N = nk while other can be used only when N = nk.…”

Section: Introductionmentioning

confidence: 99%

Modified Systematic Sampling in The Presence of Linear Trend

Khan¹,

Shabbir²

2014

HJMS

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A new systematic sampling design called "Modified Systematic Sampling (MSS)", proposed by [2] is more general than Linear Systematic Sampling (LSS) and Circular Systematic Sampling (CSS). In the present paper, this scheme is further extended for populations having a linear trend. Expressions for mean and variance of sample mean are obtained for the population having perfect linear trend among population values. Expression for the average variance is also obtained for super population model. Further, efficiency of MSS with respect to CSS is obtained for different sample size.

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Section: Introductionmentioning

confidence: 99%

Modified Systematic Sampling in The Presence of Linear Trend

Khan¹,

Shabbir²

2014

HJMS

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On estimation of population proportion in diagonal systematic sampling

Azeem

2021

Life Cycle Reliab Saf Eng

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On circular systematic sampling in the presence of linear trend

Subramani¹

2018

BBIJ

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The present paper deals with the computation of the circular systematic sample mean and its variance in the presence of linear trend among the population values. As a result, explicit expression for the variance of circular systematic sample mean is obtained for a pre-assigned fixed sample size and the population size. The efficiency of circular systematic sampling with that of simple random sampling without replacement is assessed algebraically and also for certain natural populations. It is observed that circular systematic sampling performs better than the simple random sampling without replacement.

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A Note on Diagonal Circular Systematic Sampling

Cited by 3 publications

References 3 publications

Modified Systematic Sampling in The Presence of Linear Trend

Modified Systematic Sampling in The Presence of Linear Trend

On estimation of population proportion in diagonal systematic sampling

On circular systematic sampling in the presence of linear trend

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