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Increasing Retention without Increasing Study Time

Increasing Retention without Increasing Study Time

Authors: Doug Rohrer (University of South Florida) and Hal Pashler (University of California, San Diego)Published in: Current Directions in Psychological Science, 2007 (Vol. 132, 354-380)

a weird image of krehwell

Abstract

  • Objective: Explore strategies for long-term retention of learned material.

    • Focus on the duration of study sessions and the distribution of study time.

  • Key Findings:

    • Mastery should be achieved before stopping study sessions.

    • Immediate further study is inefficient.

    • The spacing effect's benefits depend on the intervals between study sessions and tests.

Introduction

  • Educational Challenges:

    • Many students struggle with retention despite extensive classroom time.

    • Examples of poor retention include basic math and geography knowledge.

  • Need for Effective Learning Strategies:

    • Importance of defining strategies that promote long-lasting retention.

    • Research includes testing subjects up to a year after study sessions.

Overlearning

  • Definition: Continuing study after achieving error-free performance.

  • Common Practice: Seen in educational settings, especially in mathematics.

  • Effectiveness of Overlearning:

    • Initial studies show short-term benefits but diminishing returns over time.

    • Example: Vocabulary learning showed significant gains at one week but negligible after four weeks.

Implications of Overlearning

  • Efficiency Comparison:

    • Overlearning may not be the best use of study time compared to reviewing older material.

    • Overlearning is beneficial for short-term retention or critical tasks (e.g., emergency procedures).

Spacing of Learning

  • Concept: Distribution of study time across sessions enhances retention.

  • Research Findings:

    • Spacing is superior to massed study sessions.

    • Optimal inter-session intervals (ISI) vary based on retention intervals (RI).

Varying the Inter-Session Interval

  • Experiments:

    • Studied Swahili-English word pairs with varying ISIs (5 minutes to 14 days).

    • Found that a 1-day ISI yielded the best recall after a 10-day RI.

    • For obscure object names, a 1-month ISI was optimal after a 6-month RI.

Interaction of ISI and RI

  • Findings:

    • Optimal ISI increases with longer RIs.

    • Performance declines with increased RI, but optimal ISI improves retention.

Mathematics Learning

  • Research on Overlearning and Spacing:

    • Overlearning did not significantly improve test scores in mathematics.

    • Spacing practice problems across sessions led to better retention than massing similar problems.

Recommendations for Mathematics Textbooks

  • Current Format Issues:

    • Textbooks often promote massing and overlearning.

  • Proposed Format:

    • Shuffle practice problems to enhance spacing and variety, improving learning outcomes.

The Bigger Picture

  • Other Learning Decisions:

    • Importance of self-testing versus re-studying answers.

    • Retrieval practice is generally more effective.

  • Future Directions:

    • Need for empirical research to inform educational practices.

    • Potential for educational software to optimize study schedules for better retention.

Recommended Readings

  • A selection of studies and reviews that support the findings and implications discussed in the manuscript.

References

  • A comprehensive list of studies and literature cited throughout the manuscript, providing a foundation for the research and

AF

Increasing Retention without Increasing Study Time

Increasing Retention without Increasing Study Time

Authors: Doug Rohrer (University of South Florida) and Hal Pashler (University of California, San Diego)Published in: Current Directions in Psychological Science, 2007 (Vol. 132, 354-380)

a weird image of krehwell

Abstract

  • Objective: Explore strategies for long-term retention of learned material.

    • Focus on the duration of study sessions and the distribution of study time.

  • Key Findings:

    • Mastery should be achieved before stopping study sessions.

    • Immediate further study is inefficient.

    • The spacing effect's benefits depend on the intervals between study sessions and tests.

Introduction

  • Educational Challenges:

    • Many students struggle with retention despite extensive classroom time.

    • Examples of poor retention include basic math and geography knowledge.

  • Need for Effective Learning Strategies:

    • Importance of defining strategies that promote long-lasting retention.

    • Research includes testing subjects up to a year after study sessions.

Overlearning

  • Definition: Continuing study after achieving error-free performance.

  • Common Practice: Seen in educational settings, especially in mathematics.

  • Effectiveness of Overlearning:

    • Initial studies show short-term benefits but diminishing returns over time.

    • Example: Vocabulary learning showed significant gains at one week but negligible after four weeks.

Implications of Overlearning

  • Efficiency Comparison:

    • Overlearning may not be the best use of study time compared to reviewing older material.

    • Overlearning is beneficial for short-term retention or critical tasks (e.g., emergency procedures).

Spacing of Learning

  • Concept: Distribution of study time across sessions enhances retention.

  • Research Findings:

    • Spacing is superior to massed study sessions.

    • Optimal inter-session intervals (ISI) vary based on retention intervals (RI).

Varying the Inter-Session Interval

  • Experiments:

    • Studied Swahili-English word pairs with varying ISIs (5 minutes to 14 days).

    • Found that a 1-day ISI yielded the best recall after a 10-day RI.

    • For obscure object names, a 1-month ISI was optimal after a 6-month RI.

Interaction of ISI and RI

  • Findings:

    • Optimal ISI increases with longer RIs.

    • Performance declines with increased RI, but optimal ISI improves retention.

Mathematics Learning

  • Research on Overlearning and Spacing:

    • Overlearning did not significantly improve test scores in mathematics.

    • Spacing practice problems across sessions led to better retention than massing similar problems.

Recommendations for Mathematics Textbooks

  • Current Format Issues:

    • Textbooks often promote massing and overlearning.

  • Proposed Format:

    • Shuffle practice problems to enhance spacing and variety, improving learning outcomes.

The Bigger Picture

  • Other Learning Decisions:

    • Importance of self-testing versus re-studying answers.

    • Retrieval practice is generally more effective.

  • Future Directions:

    • Need for empirical research to inform educational practices.

    • Potential for educational software to optimize study schedules for better retention.

Recommended Readings

  • A selection of studies and reviews that support the findings and implications discussed in the manuscript.

References

  • A comprehensive list of studies and literature cited throughout the manuscript, providing a foundation for the research and