Contextual Stochastic Optimization for School Desegregation Policymaking
Hongzhao Guan, Nabeel Gillani, Tyler Simko, Jasmine Mangat, Pascal Van Hentenryck

TL;DR
This paper introduces a novel stochastic optimization framework, RWC, that models school boundary redrawing and student choice to reduce socioeconomic segregation in US schools, demonstrating significant potential for policy application.
Contribution
It develops the first joint redistricting and choice modeling framework integrating machine learning, providing a practical tool for policymakers to reduce school segregation.
Findings
RWC can potentially reduce segregation by 23%.
Significant student reassignments may be necessary to achieve this reduction.
Predicting school choice remains a challenging machine learning problem.
Abstract
Most US school districts draw geographic "attendance zones" to assign children to schools based on their home address, a process that can replicate existing neighborhood racial/ethnic and socioeconomic status (SES) segregation in schools. Redrawing boundaries can reduce segregation, but estimating expected rezoning impacts is often challenging because families can opt-out of their assigned schools. This paper seeks to alleviate this societal problem by developing a joint redistricting and choice modeling framework, called Redistricting with Choices (RWC). The RWC framework is applied to a large US public school district to estimate how redrawing elementary school boundaries might realistically impact levels of socioeconomic segregation. The main methodological contribution of RWC is a contextual stochastic optimization model that aims to minimize district-wide segregation by integrating…
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Taxonomy
TopicsSchool Choice and Performance
