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Addressing the educational challenges of urban poverty: a case for solution-based research
Macey Cartwright1, Erin O'Callaghan2, Sara Stacy3
1Department of Psychology, College of Arts and Sciences, University of Cincinnati, Cincinnati, OH, United States.
Solution-based research (SBR) offers insights into math learning for disadvantaged students in unstable urban settings. While effective for understanding specific contexts, traditional hypothesis-testing remains superior for broad generalizability.
Area of Science:
- Education research
- Urban education
- Mathematics achievement
Background:
- Economically disadvantaged students exhibit persistently low math achievement despite advancements in educational research and funding.
- The research-to-practice gap is a significant barrier, particularly in urban-poverty schools lacking the stability for traditional hypothesis-testing methodologies.
Purpose of the Study:
- To address the research-to-practice divide in urban education by proposing a new methodology adaptable to unstable school environments.
- To introduce and evaluate Solution-based Research (SBR) as an alternative efficacy methodology for assessing educational interventions.
Main Methods:
- Developed Solution-based Research (SBR), incorporating a commitment to student learning, strength-and-weakness analysis to mitigate bias, and idiosyncratic factor analysis for generalizability.
- Applied SBR to evaluate an afterschool math program in an urban-poverty school setting.
Main Results:
- SBR yielded unique insights into student learning opportunities and barriers that would not have been uncovered through conventional methods.
- The study indicated that while SBR provides valuable context-specific understanding, traditional hypothesis-testing methods are more effective for establishing broad generalizability.
Conclusions:
- Solution-based Research (SBR) demonstrates potential for generating nuanced understanding in unstable educational settings.
- Further research is necessary to refine methods for establishing generalizability within inherently unstable environments, bridging the gap between context-specific insights and broader applicability.
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