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@article{JFMA28526, author = {Danardana Muhammad and Halim Nur Jamaluddin and Mira Octavia and Rohimma Arisanti and Nofita Istiana}, title = {HIERARCHICAL BAYESIAN SMALL AREA ESTIMATION ON OVERDISPERSED DATA: WORKERS WITH DISABILITIES IN INDONESIA}, journal = {Journal of Fundamental Mathematics and Applications (JFMA)}, volume = {8}, number = {2}, year = {2025}, keywords = {Workers with disabilities, Small Area Estimation, Hierarchical Bayesian Poisson-Gamma}, abstract = { Persons with disabilities encounter difficulties in accessing essential services, including employment, healthcare, information, and political participation. In line with the target 8.5 of the SDGs, efforts have been made to promote full, productive, and decent employment for all , including for persons with disabilities. However, t he majority of workers with disabilities in Indonesia remain concentrated in the informal sector during the period of 2022–2023. Unfortunately, data on workers with disabilities is currently only available at the national level. This limitation arises because the sample size of workers with disabilities is insufficient to meet the minimum requirements for direct estimation at the provincial level . Therefore, a Small Area Estimation approach is necessary to assess the participation of persons with disabilities in the workforce at more granular level, such as provinces. In this study , auxiliary variables such as the sex ratio, the number of residents who are shackled, and the availability of computer skills infrastructure were incorporated to the Small Area Estimation (SAE) framework . T he Hierarchical Bayesian Poisson-Gamma was employed to improve the precision of direct estimat ion . The research results show that the HB Poisson-gamma estimator has better precision compared to the direct estimator. }, issn = {2621-6035}, pages = {204--218} doi = {10.14710/jfma.v0i0.28526}, url = {https://ejournal2.undip.ac.id/index.php/jfma/article/view/28526} }
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