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Training Generalized Spatial Transformation Skills. Giorgio Ganis Harvard University Stephen M. Kosslyn Harvard University Nora S. Newcombe Temple University. William L. Thompson Harvard University Rebecca Wright Oxford University. Background Methods Results
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Training Generalized Spatial Transformation Skills Giorgio Ganis Harvard University Stephen M. Kosslyn Harvard University Nora S. Newcombe Temple University William L. Thompson Harvard University Rebecca Wright Oxford University
Background • Methods • Results • Summary & Conclusions
Background • Methods • Results • Summary & Conclusions
Why study spatial skills? • Key in domains such as mathematics, natural sciences and engineering • Play a role in reasoning and communication
Can spatial skills be improved through practice? • Meta-analytic evidence (e.g., Baenninger & Newcombe, 1989) • Nature of improvement remains unclear, due to methodological/experimental limitations: • Transfer to novel stimuli ? • Transfer to other spatial tasks ? • What processes are affected ? • New study on spatial transformation skill improvement with practice
QUESTION Can practice on a spatial transformation task transfer to other spatial transformation tasks?
Paradigms to study spatial skill training • Task component analysis • Mental Rotation • Initial encoding • Rotate one object • Compare objects to make decision • Response
Paradigms to study spatial skill training • Gains should be tested with new stimuli • Rule out instance-based improvement (memory for specific items) • Need large sets of stimuli
Paradigms to study spatial skill training • Symmetric assessment of transfer between spatial tasks • Group 1: Trained on Task A and tested on Task B • Group 2: Trained on Task B and tested on Task A
Paradigms to study spatial skill training • Inclusion of a non-spatial control task • Rule out generic transfer effects
Paradigms to study spatial skill training • Intensive training to produce large gains
Background • Methods • Results • Summary & Conclusions
Participants 31 participants (17 females, 14 males)
Spatial Transformation Difficulty Mental Rotation Task (MRT) 48 Adapted from Shepard & Metzler (1971)
DIFFERENT Mental Rotation Task (MRT) SAME
Adapted from Shepard & Feng (1972) Spatial Transformation Difficulty Mental Paper Folding Task(MPFT)
Mental Paper Folding Task(MPFT) SAME DIFFERENT
Verbal Analogies Task (VAT) Adapted from Morrison et al. (2004)
Verbal Analogies Task(VAT) SAME DIFFERENT
Initial Session Practice Phase Final Session MRT (N=31) MRT (N=17) MRT (N=31) MPFT (N=31) MPFT (N=14) MPFT (N=31) VAT (N=31) VAT (N=31) Design Day 1 Day 2-22 Day 23
RT angle y = a + bx Task component analysis • Initial encoding • Transform one object • Compare objects to make decision • Response • Transfer: spatialtransformation processes (in addition to other spatial processes) shared by the two spatial tasks but not by the control task
Background • Methods • Results • Summary & Conclusions
RT angle Mean Error Rate 20 10 Practice Session Results 3000 2000 Mean Response Time 1000 18 12 6
20 10 Practice Session Results 3000 2000 Mean Response Time 1000 12 Mean Error Rate 8 4
Results General Factors? • Transfer does not significantly affect slopes
Background • Methods • Results • Summary & Conclusions
Summary & Conclusions • Symmetric transfer of practice between spatial transformation tasks • Improvement beyond general factors Can practice on a spatial transformation task transfer to other spatial transformation tasks? YES
Remaining questions • Why didn’t many previous studies find transfer to other spatial tasks? • Task similarity? • Practice duration and regime? • Other methodological differences? • Need for more data and systematic meta-analyses
Remaining questions • Why did reliable transfer occur only on intercepts but not on slopes? • Power issues ? • Improvement may occur in the initial spatial encoding of the stimulus • The slope/intercept decomposition of these classic tasks may need to be revised
MRT (N=31) MRT (N=31) MRT (N=31) MRT (N=31) MRT (N=17) MRT (N=17) … MPFT (N=31) MPFT (N=31) MPFT (N=31) MPFT (N=31) MPFT (N=14) MPFT (N=14) … Design Initial Session Final Session Practice Phase Day 1 Day 2-22 Day 23