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{ "pk": 26192, "title": "A Unified Framework for Bounded and Unbounded Numerical Estimation", "subtitle": null, "abstract": "Representations of numerical value have been assessed usingbounded (e.g., 0-1000) and unbounded (e.g., 0-?) number-linetasks, with considerable debate regarding whether one or bothtasks elicit unique cognitive strategies (e.g., addition orsubtraction) and require unique cognitive models. To test this,we examined 86 5- to 9-year-olds' addition, subtraction, andestimation skill (bounded and unbounded). Against themeasurement-skills hypothesis, estimates were even morelogarithmic on unbounded than bounded number lines andwere better described by conventional log-linear models thanby alternative cognitive models. Moreover, logarithmic indexvalues reliably predicted arithmetic scores, whereas modelparameters of alternative models failed to do so. Resultssuggest that the logarithmic-to-linear shift theory provides aunified framework for numerical estimation with highdescriptive adequacy and yields uniquely accurate predictionsfor children’s early math proficiency.", "language": "eng", "license": { "name": "", "short_name": "", "text": null, "url": "" }, "keywords": [ { "word": "cognitive development; numerical cognition;number-line estimation; psychophysical function" } ], "section": "Papers", "is_remote": true, "remote_url": "https://escholarship.org/uc/item/5t90r5rp", "frozenauthors": [ { "first_name": "Dan", "middle_name": "", "last_name": "Kim", "name_suffix": "", "institution": "Ohio State University", "department": "" }, { "first_name": "John", "middle_name": "", "last_name": "Opfer", "name_suffix": "", "institution": "Ohio State University", "department": "" } ], "date_submitted": null, "date_accepted": null, "date_published": "2016-01-01T18:00:00Z", "render_galley": null, "galleys": [ { "label": "PDF", "type": "pdf", "path": "https://journalpub.escholarship.org/cognitivesciencesociety/article/26192/galley/15828/download/" } ] }