Tracking the Continuous Dynamics of Numerical Processing: A Brief Review and Editorial

Many recent studies in numerical cognition have moved beyond the use of purely chronometric techniques in favor of methods which track the continuous dynamics of numerical processing. Two examples of such techniques include eye tracking and hand tracking (or computer mouse tracking). To reflect this...

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Main Authors: Thomas J. Faulkenberry, Matthias Witte, Matthias Hartmann
Format: Article
Language:English
Published: PsychOpen 2018-09-01
Series:Journal of Numerical Cognition
Subjects:
Online Access:http://jnc.psychopen.eu/article/view/179
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spelling doaj-9e7797f2e93048fc89a60c8cad8fd2562020-11-24T21:40:23ZengPsychOpenJournal of Numerical Cognition2363-87612018-09-014227128510.5964/jnc.v4i2.179jnc.v4i2.179Tracking the Continuous Dynamics of Numerical Processing: A Brief Review and EditorialThomas J. Faulkenberry0Matthias Witte1Matthias Hartmann2Tarleton State University, Stephenville, TX, USAUniversity of Graz, Graz, AustriaUniversity of Bern, Bern, SwitzerlandMany recent studies in numerical cognition have moved beyond the use of purely chronometric techniques in favor of methods which track the continuous dynamics of numerical processing. Two examples of such techniques include eye tracking and hand tracking (or computer mouse tracking). To reflect this increased concentration on continuous methods, we have collected a group of 5 articles that utilize these techniques to answer some contemporary questions in numerical cognition. In this editorial, we discuss the two paradigms and provide a brief review of some of the work in numerical cognition that has profited from the use of these techniques. For both methods, we discuss the past research through the frameworks of single digit number processing, multidigit number processing, and mental arithmetic processing. We conclude with a discussion of the papers that have been contributed to this special section and point to some possible future directions for researchers interested in tracking the continuous dynamics of numerical processing.http://jnc.psychopen.eu/article/view/179eye trackinghand trackingmouse trackingnumerical cognition
collection DOAJ
language English
format Article
sources DOAJ
author Thomas J. Faulkenberry
Matthias Witte
Matthias Hartmann
spellingShingle Thomas J. Faulkenberry
Matthias Witte
Matthias Hartmann
Tracking the Continuous Dynamics of Numerical Processing: A Brief Review and Editorial
Journal of Numerical Cognition
eye tracking
hand tracking
mouse tracking
numerical cognition
author_facet Thomas J. Faulkenberry
Matthias Witte
Matthias Hartmann
author_sort Thomas J. Faulkenberry
title Tracking the Continuous Dynamics of Numerical Processing: A Brief Review and Editorial
title_short Tracking the Continuous Dynamics of Numerical Processing: A Brief Review and Editorial
title_full Tracking the Continuous Dynamics of Numerical Processing: A Brief Review and Editorial
title_fullStr Tracking the Continuous Dynamics of Numerical Processing: A Brief Review and Editorial
title_full_unstemmed Tracking the Continuous Dynamics of Numerical Processing: A Brief Review and Editorial
title_sort tracking the continuous dynamics of numerical processing: a brief review and editorial
publisher PsychOpen
series Journal of Numerical Cognition
issn 2363-8761
publishDate 2018-09-01
description Many recent studies in numerical cognition have moved beyond the use of purely chronometric techniques in favor of methods which track the continuous dynamics of numerical processing. Two examples of such techniques include eye tracking and hand tracking (or computer mouse tracking). To reflect this increased concentration on continuous methods, we have collected a group of 5 articles that utilize these techniques to answer some contemporary questions in numerical cognition. In this editorial, we discuss the two paradigms and provide a brief review of some of the work in numerical cognition that has profited from the use of these techniques. For both methods, we discuss the past research through the frameworks of single digit number processing, multidigit number processing, and mental arithmetic processing. We conclude with a discussion of the papers that have been contributed to this special section and point to some possible future directions for researchers interested in tracking the continuous dynamics of numerical processing.
topic eye tracking
hand tracking
mouse tracking
numerical cognition
url http://jnc.psychopen.eu/article/view/179
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