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Psychology

D-Index
37
Citations
14704
World Ranking
9004
National Ranking
4768

Overview

Doug Rohrer is affiliated with the University of South Florida in the United States. Their research primarily spans the field of Psychology, with a notable focus on Experimental and Cognitive Psychology as well as Developmental and Educational Psychology. The work also intersects with Education, Artificial Intelligence, and Computer Science Applications.

Rohrer's research topics include:

  • Visual and Cognitive Learning Processes
  • Innovative Teaching and Learning Methods
  • Intelligent Tutoring Systems and Adaptive Learning
  • Mathematics Education and Teaching Techniques
  • Educational Assessment and Pedagogy
  • Teaching and Learning Programming
  • Memory Processes and Influences

Frequent coauthors collaborating with Rohrer include Marissa K. Hartwig, Robert F. Dedrick, William G. Emeny, and Christine R. Harris.

Academic contributions by Rohrer have appeared in various publication venues, including:

  • Educational Psychology Review
  • Applied Cognitive Psychology
  • Journal of Experimental Psychology Applied
  • Journal of Applied Research in Memory and Cognition
  • Psychological Inquiry

Notable papers authored or coauthored by Doug Rohrer include:

  • The Scarcity of Interleaved Practice in Mathematics Textbooks, 2020, Educational Psychology Review
  • Spaced mathematics practice improves test scores and reduces overconfidence, 2021, Applied Cognitive Psychology
  • Scheduling math practice: Students' underappreciation of spacing and interleaving., 2022, Journal of Experimental Psychology Applied
  • Unanswered questions about spaced interleaved mathematics practice., 2020, Journal of Applied Research in Memory and Cognition
  • A Train Wreck by Any Other Name, 2021, Psychological Inquiry

Best Publications

  • Learning Styles: Concepts and Evidence

    Harold Pashler;Mark McDaniel;Doug Rohrer;Robert Bjork

  • Distributed practice in verbal recall tasks: A review and quantitative synthesis.

    Nicholas J. Cepeda;Harold Pashler;Edward Vul;John T. Wixted

  • Spacing Effects in Learning A Temporal Ridgeline of Optimal Retention

    Nicholas J. Cepeda;Nicholas J. Cepeda;Edward Vul;Edward Vul;Doug Rohrer;John T. Wixted

  • Using Spacing to Enhance Diverse Forms of Learning: Review of Recent Research and Implications for Instruction

    Shana K. Carpenter;Nicholas J. Cepeda;Doug Rohrer;Sean H. K. Kang

  • When Does Feedback Facilitate Learning of Words

    Harold Pashler;Nicholas J. Cepeda;John T. Wixted;Doug Rohrer

  • The shuffling of mathematics problems improves learning

    Doug Rohrer;Kelli M Taylor

  • Enhancing learning and retarding forgetting: Choices and consequences

    Harold Pashler;Doug Rohrer;Nicholas J. Cepeda;Nicholas J. Cepeda;Shana K. Carpenter

  • The effects of overlearning and distributed practise on the retention of mathematics knowledge

    Doug Rohrer;Kelli M Taylor

  • Optimizing distributed practice: theoretical analysis and practical implications.

    Nicholas J Cepeda;Noriko Coburn;Doug Rohrer;John T Wixted

  • Recent Research on Human Learning Challenges Conventional Instructional Strategies

    Doug Rohrer;Harold Pashler

  • The effects of interleaved practice

    Kelli Taylor;Doug Rohrer

  • Learning styles: where's the evidence?

    Doug Rohrer;Harold Pashler

  • Interleaving Helps Students Distinguish among Similar Concepts

    Doug Rohrer

  • Tests Enhance the Transfer of Learning.

    Doug Rohrer;Kelli M Taylor;Brandon Sholar

  • Analyzing the dynamics of free recall: An integrative review of the empirical literature.

    John T. Wixted;Doug Rohrer

  • Interleaved practice improves mathematics learning.

    Doug Rohrer;Robert F. Dedrick;Sandra Stershic

  • Increasing Retention Without Increasing Study Time

    Doug Rohrer;Harold Pashler

  • An analysis of latency and interresponse time in free recall.

    Doug Rohrer;John T. Wixted

  • Two Failures to Replicate High-Performance-Goal Priming Effects

    Christine R. Harris;Noriko Coburn;Doug Rohrer;Harold Pashler

  • The benefit of interleaved mathematics practice is not limited to superficially similar kinds of problems

    Doug Rohrer;Robert F. Dedrick;Kaleena Burgess

Frequent Co-Authors

Harold Pashler
Harold Pashler University of California, San Diego
John T. Wixted
John T. Wixted University of California, San Diego
Christine R. Harris
Christine R. Harris University of California, San Diego
Shana K. Carpenter
Shana K. Carpenter Oregon State University
Edward Vul
Edward Vul University of California, San Diego
Mark A. McDaniel
Mark A. McDaniel Washington University in St. Louis
Robert A. Bjork
Robert A. Bjork University of California, Los Angeles
David P. Salmon
David P. Salmon University of California, San Diego
Jane S. Paulsen
Jane S. Paulsen University of Wisconsin–Madison
Nelson Butters
Nelson Butters University of California, San Diego

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