Skip to main content

ETHNOS_APP

Home • Search • Journals • List 0

Optimizing Assessment Thresholds of a Computer Gaming Intervention for Students with or at Risk for Mathematics Learning Disabilities

Accuracy and Response Time Trade-Offs

Bibliographic Data

ID22045757
AuthorsSam Choo (0000-0003-0306-2306, University of Minnesota, corresponding author), Jechun An (0000-0003-1746-4154, University of Minnesota), Nancy J Nelson Fien (0000-0002-9434-4888, Boston University), Derek Kosty (0000-0002-9792-3383, Oregon Research Institute)
Year2025
Volume15
Issue12
Pages1660
Publication date2025-12-09
Open AccessYes
TypeARTICLE
VenueEducation Sciences (JOURNAL)
Journal identifiersISSN: 2227-7102 • E-ISSN: 2227-7102
PublisherMDPI AG (PUBLISHER • IT)
DOI10.3390/educsci15121660
OpenAlexW4417158255
LanguageEN
References cited48

Students with mathematics learning disabilities often have difficulties in adding whole numbers. Such difficulties are evident in both response time and accuracy, but the relationship between accuracy and response time requires further consideration, especially in the context of technology-based interventions and assessments. In this article, we apply a novel approach using the drift-diffusion model to examine potential trade-offs and find balanced performance points that account for both accuracy and response time, using data from an efficacy trial of a mathematics technology gaming intervention for first-grade students with or at risk for learning disabilities. Results indicate that accuracy tends to increase as response time decreases, but only to a certain point. Practical implications include that educators should consider both accuracy and response time to intensify and individualize their instruction and take student background (i.e., gender, special education status, and English language status) into account. We suggest that developing technology-based mathematics interventions and assessments requires careful design and configuration to balance accuracy and response time, thereby enabling adaptive performance thresholds for better understanding and supporting student learning in early mathematical fluency

At-risk students · Computerized adaptive testing · Educational technology · Mastery Learning · Psychological intervention · Response to Intervention · Cognitive and developmental aspects of mathematical skills · Psychometric Methodologies and Testing · Reading and Literacy Development

  • Working memory and mathematics

    Open Access•Kimberly P Raghubar, Marcia A Barnes et al.•Learning and Individual Differences•2010

  • Curriculum-Based Measurement

    Open Access•Stanley L Deno•Journal of Exceptional Children•1985

  • Diffusion Decision Model

    Open Access•Roger Ratcliff, Philip L Smith et al.•Trends in Cognitive Sciences•2016

  • The information capacity of the human motor system in controlling the amplitude of movement.

    Paul M Fitts•Journal of Experimental…•1954

  • The speed-accuracy tradeoff

    Open Access•Richard P Heitz•Frontiers in Neuroscience•2014

  • The Diffusion Decision Model

    Roger Ratcliff, Gail Mckoon•Neural Computation•2008

  • Effect size estimates

    Catherine O Fritz, Peter E Morris et al.•Journal of Experimental…•2012

  • Our Princess Is in Another Castle

    Open Access•M Young, Michael F Young et al.•Review of Educational Research•2012

  • A theory of memory retrieval.

    Roger Ratcliff•Psychological Review•1978

  • The physics of optimal decision making

    Rafal Bogacz, Eric Brown et al.•Psychological Review•2006

  • Instructionally Embedded Assessment

    Open Access•Amy K Clark, Meagan Karvonen•Frontiers in Education•2021

  • Using working memory performance to predict mathematics performance 2 years on

    Open Access•Katie Allen, David Giofrè et al.•Psychological Research•2021

  • A Meta-Analysis of Mathematics Word-Problem Solving Interventions for Elementary Students Who Evidence Mathematics Difficulties

    Open Access•Jonte A Myers, Bradley S Witzel et al.•Review of Educational Research•2022

  • Fitts' Law as a Research and Design Tool in Human-Computer Interaction

    I Scott MacKenzie•Human-Computer Interaction•1992

  • Relations among conceptual knowledge, procedural knowledge, and procedural flexibility in two samples differing in prior knowledge

    Michael Schneider, Bethany Rittle‐johnson et al.•Developmental Psychology•2011

  • Understanding working memory as a facilitator of math problem-solving

    Open Access•Josh Medrano, Dana Miller‐cotto•British Journal of Educational…•2025

  • Mathematical disabilities

    David C Geary•Psychological Bulletin•1993

Highly citedNo

Tools

Open DOIOpen Access
Ethnos_APP • Open Source Project • MIT License • Frontend v2.0.0 • Privacy and Cookies • API Documentation: api.ethnos.app/docs • API Source Code: GitHub • DOI: 10.5281/zenodo.17049435 • Frontend Source Code: GitHub • DOI: 10.5281/zenodo.17050053 • cruz.rio.br • Expectantes Misericordiae