Author
Listed:
- Liqun Hu
- Tonghui Wang
- David Trafimow
- S.T. Boris Choy
- Xiangfei Chen
- Cong Wang
- Tingting Tong
Abstract
Purpose - The authors’ conclusions are based on mathematical derivations that are supported by computer simulations and three worked examples in applications of economics and finance. Finally, the authors provide a link to a computer program so that researchers can perform the analyses easily. Design/methodology/approach - Based on a parameter estimation goal, the present work is concerned with determining the minimum sample size researchers should collect so their sample medians can be trusted as good estimates of corresponding population medians. The authors derive two solutions, using a normal approximation and an exact method. Findings - The exact method provides more accurate answers than the normal approximation method. The authors show that the minimum sample size necessary for estimating the median using the exact method is substantially smaller than that using the normal approximation method. Therefore, researchers can use the exact method to enjoy a sample size savings. Originality/value - In this paper, thea priori procedureis extended for estimating the population median under the skew normal settings. The mathematical derivation and with computer simulations of the exact method by using sample median to estimate the population median is new and a link to a free and user-friendly computer program is provided so researchers can make their own calculations.
Suggested Citation
Liqun Hu & Tonghui Wang & David Trafimow & S.T. Boris Choy & Xiangfei Chen & Cong Wang & Tingting Tong, 2023.
"Thea prioriprocedure (APP) for estimating median under skew normal settings with applications in economics and finance,"
Asian Journal of Economics and Banking, Emerald Group Publishing Limited, vol. 9(1), pages 144-158, December.
Handle:
RePEc:eme:ajebpp:ajeb-09-2023-0087
DOI: 10.1108/AJEB-09-2023-0087
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