On the Development of Probabilistic Projections of Country-level Progress to the UN SDG Indicator of Minimum Proficiency in Reading and Mathematics
David Kaplan, Nina Jude, Kjorte Harra, Jonas Stampka

TL;DR
This paper develops Bayesian probabilistic models to project country-level progress toward the UN SDG indicator of minimum proficiency in reading and mathematics, using diverse data sources and novel statistical methods.
Contribution
It introduces a Bayesian latent growth curve and model averaging approach for more accurate, probabilistic projections of SDG progress at the country level.
Findings
Provides probabilistic forecasts for SDG indicator 4.1.1 for multiple countries.
Demonstrates the application of Bayesian methods to educational progress data.
Offers case studies illustrating individual country projections.
Abstract
As of this writing, there are five years remaining for countries to reach their Sustainable Development Goals deadline of 2030 as agreed to by the member countries of the United Nations. Countries are, therefore, naturally interested in projections of progress toward these goals. A variety of statistical measures have been used to report on country-level progress toward the goals, but they have not utilized methodologies explicitly designed to obtain optimally predictive measures of rate of progress as the foundation for projecting trends. The focus of this paper is to provide Bayesian probabilistic projections of progress to SDG indicator 4.1.1, attaining minimum proficiency in reading and mathematics, with particular emphasis on competencies among lower secondary school children. Using data from the OECD PISA, as well as indicators drawn from the World Bank, the OECD, UNDP, and…
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Taxonomy
TopicsIncome, Poverty, and Inequality · Sustainable Development and Environmental Policy · Economic Growth and Productivity
