Finite population inference for skewness measures

Name: Finite population inference for skewness measures
Brand: Vita e Pensiero
Availability: OnlineOnly

digital

Article

Magazine

STATISTICA & APPLICAZIONI

Section

Open Access

Title

Finite population inference for skewness measures

Author

Leo Pasquazzi

Publisher

Vita e Pensiero

Format

Article |

Pdf

Pages

Online from

05-2025

Doi

10.26350/999999_000057

Issn

1824-6672 (print) | 2283-6659 (digital)

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Description Readers' comments

In this article we consider Bowley’s skewness measure and the Groeneveld-Meeden b3 index in the context of finite population sampling. We employ the functional delta method to obtain asymptotic variance formulae for plug-in estimators and propose corresponding variance estimators. We then consider plug-in estimators based on the Ha´jek cdf-estimator and on a Deville-Sa¨rndal type calibration estimator and test the efficiency of the corresponding variance estimators and normal confidence intervals in a simulation study.

Finite population inference for skewness measures by Leo Pasquazzi is licensed under CC BY-NC-ND 4.0

keywords

Skewness, Bowley’s Index, Groeneveld-Meeden b3 Index, Finite Pop- Ulation Inference

Author biography

Dipartimento di Statistica e Metodi Quantitative - Universita` degli Studi di Milano-Bicocca - Piazza dell’Anteneo Nuovo, 1 - 20126 MILANO (e-mail: leo.pasquazzi@unimib.it).

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