Combining surveys in small area estimation using area-level models

被引:1
|
作者
Franco, Carolina [1 ]
Maitra, Poulami [1 ]
机构
[1] Univ Chicago, NORC, Bethesda, MD 20814 USA
关键词
borrowing strength; bridging models; Fay-Herriot; measurement error; multivariate models; EMPIRICAL BAYES ESTIMATION; LINEAR-REGRESSION MODEL; FUNCTIONAL-MEASUREMENT ERROR; NESTED-ERROR; TIME-SERIES; SURVEY WEIGHTS; INFORMATION; INDICATORS; PREDICTION; INCOME;
D O I
10.1002/wics.1613
中图分类号
O21 [概率论与数理统计]; C8 [统计学];
学科分类号
020208 ; 070103 ; 0714 ;
摘要
For many sample surveys, researchers, policymakers, and other stakeholders are interested in obtaining estimates for various domains, such as for geographic levels, for demographic groups, or a cross-classification of both. Often, the demand for estimates at a disaggregated level exceeds what the sample size and survey design can support when estimation is done by traditional design-based estimation methods. Small area estimation involves exploiting relationships among domains and borrowing strength from multiple sources of information to improve inference relative to direct survey methods. This typically involves the use of models whose success depends heavily on the quality and predictive ability of the sources of information used. Possible sources of auxiliary information include administrative records, Censuses, big data such as traffic or cell phone data, or previous vintages of the same survey. One rich source of information is that of other surveys, especially in countries like the United States, where multiple surveys exist that cover related topics. We will provide an introduction to the topic of combining information from multiple surveys in small area estimation using area-level models, including practical advice and a technical introduction, and illustrating with applications. We will discuss reasons to combine surveys and give an overview of some of the most common types of models.This article is categorized under:Statistical Models > Multivariate Models
引用
收藏
页数:18
相关论文
共 50 条
  • [21] Estimation of Disaggregate-Level Poverty Incidence in Odisha Under Area-Level Hierarchical Bayes Small Area Model
    Priyanka Anjoy
    Hukum Chandra
    Pradip Basak
    Social Indicators Research, 2019, 144 : 251 - 273
  • [22] The effects of small area-level neighborhood income and large area-level income inequality on fetal growth.
    Luo, ZC
    Wilkins, R
    Kramer, MS
    Hou, F
    Ross, N
    AMERICAN JOURNAL OF EPIDEMIOLOGY, 2005, 161 (11) : S119 - S119
  • [23] Estimation of Disaggregate-Level Poverty Incidence in Odisha Under Area-Level Hierarchical Bayes Small Area Model
    Anjoy, Priyanka
    Chandra, Hukum
    Basak, Pradip
    SOCIAL INDICATORS RESEARCH, 2019, 144 (01) : 251 - 273
  • [24] Small area estimation for longitudinal surveys
    Ferrante M.R.
    Pacei S.
    Statistical Methods and Applications, 2004, 13 (3) : 327 - 340
  • [25] Area-Level Model-Based Small Area Estimation of Divergence Indexes in the Spanish Labour Force Survey
    Cabello, Esteban
    Morales, Domingo
    Perez, Agustin
    JOURNAL OF SURVEY STATISTICS AND METHODOLOGY, 2024,
  • [26] Small area estimation under a temporal bivariate area-level linear mixed model with independent time effects
    Roberto Benavent
    Domingo Morales
    Statistical Methods & Applications, 2021, 30 : 195 - 222
  • [27] Small area estimation under a temporal bivariate area-level linear mixed model with independent time effects
    Benavent, Roberto
    Morales, Domingo
    STATISTICAL METHODS AND APPLICATIONS, 2021, 30 (01): : 195 - 222
  • [28] Pseudo hierarchical Bayes small area estimation combining unit level models and survey weights
    You, Y
    Rao, JNK
    JOURNAL OF STATISTICAL PLANNING AND INFERENCE, 2003, 111 (1-2) : 197 - 208
  • [29] Empirical Uncertain Bayes Methods in Area-level Models
    Sugasawa, Shonosuke
    Kubokawa, Tatsuya
    Ogasawara, Kota
    SCANDINAVIAN JOURNAL OF STATISTICS, 2017, 44 (03) : 684 - 706
  • [30] Increased Precision in County-Level Volume Estimates in the United States National Forest Inventory With Area-Level Small Area Estimation
    Cao, Qianqian
    Dettmann, Garret T.
    Radtke, Philip J.
    Coulston, John W.
    Derwin, Jill
    Thomas, Valerie A.
    Burkhart, Harold E.
    Wynne, Randolph H.
    FRONTIERS IN FORESTS AND GLOBAL CHANGE, 2022, 5