Date of Award
2021
Document Type
Dissertation
Degree Name
Ph.D.
Organizational Unit
Morgridge College of Education, Research Methods and Information Science, Research Methods and Statistics
First Advisor
P. Bruce Uhrmacher
Second Advisor
Paul Sutton
Third Advisor
Antonio Olmos
Fourth Advisor
Jing Li
Keywords
Educational attainment predictions, Hierarchical linear models, Multi-source and multidimensional data, Power analysis, Spatial temporal developmental trajectories
Abstract
Education is a human right, and equal access to education is not only crucial for an individual’s well-being, but also essential for eradicating poverty, ensuring long-term prosperity for all, transforming the society, and achieving sustainable development. Measuring education development, especially the variations of educational attainment, in a timely and accurate manner can help educators, practitioners, scientists, and policymakers compare and evaluate various education indicators at both subnational and national levels. This research presents an approach that combines multi-source and multidimensional data including population distribution, human settlement, and education data to assess and explore educational attainment trajectories at both national and subnational levels across multiple years. In addition, this study contributes to the power discussions by validating the robustness of models using replication datasets with missing values.
Publication Statement
Copyright is held by the author. User is responsible for all copyright compliance.
Rights Holder
Bingxin Qi
Provenance
Received from ProQuest
File Format
application/pdf
Language
en
File Size
149 pgs
Recommended Citation
Qi, Bingxin, "Assessing the Variations of Educational Attainment at National and Subnational Levels Using Hierarchical Linear Models" (2021). Electronic Theses and Dissertations. 1980.
https://digitalcommons.du.edu/etd/1980
Copyright date
2021
Discipline
Statistics, Geography
Included in
Other Geography Commons, Other Statistics and Probability Commons, Statistical Models Commons