Investigation of Competent Estimation Procedure for Estimating the Finite Population Mean at Current Occasion Addressing Non-response in Two-Occasion Successive Sampling

Pal, Surya K.; Singh, Housila P.

doi:10.1007/s42519-020-00140-5

Cited by 2 publications

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References 16 publications

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“…Later on, several researchers including Chaudhary et al [12]; Singh and Priyanka [13], and Pal and Singh [14] combined the concept of successive sampling and nonresponse and used it for estimation of population mean on current occasion on two-occasion successive sampling. Under di erent practical situations using the auxiliary variable, the aforesaid authors suggested some estimators when nonresponse was observed on the current occasion in two-occasion successive sampling.…”

Section: Introductionmentioning

confidence: 99%

Improved Estimators of Population Mean under Nonresponse in Successive Sampling

Sharma

Pal

Singh

2022

Mathematical Problems in Engineering

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It is well accepted that suitable additional information improves the efficiency of an estimator but at the same time, it faced the situation of nonresponse. The two-occasion successive sampling is useful to handle the absence of a full response from respondents. In this present study, we have developed exponential estimators for population mean using a subsampling nonrespondent procedure. To show the efficacy of the recommended estimators, several properties are derived, and respective optimum replacement strategies are inferred. To evaluate the performance of the recommended estimators empirically, a computational study is carried out as well. It was found that the recommended estimators outperform the existing ones under the nonresponse in successive sampling.

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Section: Introductionmentioning

confidence: 99%

Improved Estimators of Population Mean under Nonresponse in Successive Sampling

Sharma

Pal

Singh

2022

Mathematical Problems in Engineering

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A Class of Estimators for Estimation of Population Mean Under Random Non-response in Two Phase Successive Sampling

Basit,

Masood,

Bhatti

2023

J Stat Theory Appl

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This paper presents some efficient classes of estimators of population mean on current occasion in the presence of random non-response under a two-phase successive sampling set-up. The suggested classes of estimators are proposed for simple random sampling under various situations of non-response. The properties of proposed estimators have been discussed up to first order of approximation. The efficiency of the presented estimators has been contrasted with the estimators for the complete response scenarios. Two real and two artificially generated data sets are used. The efficacy of the proposed classes of estimators over the existing estimators is checked theoretically and empirically. The numerical comparison supports the proposed estimators.

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Investigation of Competent Estimation Procedure for Estimating the Finite Population Mean at Current Occasion Addressing Non-response in Two-Occasion Successive Sampling

Cited by 2 publications

References 16 publications

Improved Estimators of Population Mean under Nonresponse in Successive Sampling

Improved Estimators of Population Mean under Nonresponse in Successive Sampling

A Class of Estimators for Estimation of Population Mean Under Random Non-response in Two Phase Successive Sampling

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