Interval Estimation Methods for the Variance of a Lognormal Model with Zero Inflation and Their Applications-Reference-Cited by-同舟云学术

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Interval Estimation Methods for the Variance of a Lognormal Model with Zero Inflation and Their Applications

Published:2024-02-21 Issue: Volume:3 Page:1-6
ISSN:
Container-title:2024 The 13th International Conference on Informatics, Environment, Energy and Applications (IEEA)
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Author:

Maneerat Patcharee¹^ORCID,Nakjai Pisit¹^ORCID,Yosboonruang Noppadon²^ORCID,Niwitpong Sa-Aat³^ORCID

Affiliation:

1. Department of Data Science, Uttaradit Rajabhat University, Thailand

2. Department of Statistics, School of Science, University of Phayao, Thailand

3. Department of Applied Statistics, King Mongkut's University of Technology North Bangkok, Thailand

Funder

Fundamental Fund 2024 from Thailand Science Research and Innovation (TSRI) and Uttaradit Rajabhat University, Grant No. 4708390.

Publisher

ACM

Link

https://dl.acm.org/doi/pdf/10.1145/3653912.3653919

Reference28 articles.

1. M. C. Agrawal and A. B. Sthapit. 1995. Unbiased Ratio-Type Variance Estimation. 25, 4 (1995), 361–364.

2. J. Aitchison and J. A.C. Brown. 1963. The Lognormal Distribution: With Special Reference to Its Uses in Economics. Cambridge University Press.

3. I. Bebu and T. Mathew. 2008. Comparing the Means and Variances of a Bivariate Log-Normal Distribution. 27 14 (2008) 2684–2696.

4. N. Buntao, S. Niwitpong, and V. Kreinovich. 2012. Estimating Statistical Characteristics of Lognormal and Delta-Lognormal Distributions under Interval Uncertainty: Algorithms and Computational Complexity. (2012), 1–38.

5. G. Casella and Roger. L.2002. Statistical Inference. Duxbury.

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