To Count or Not to Count: That is the Instruction Danerys Encarnacion, Suzanne StahlBell and Mark S. - PowerPoint PPT Presentation

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To Count or Not to Count: That is the Instruction Danerys Encarnacion, Suzanne StahlBell and Mark S.

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Paper presented at the 1st annual Columbus State University Student ... Found that people with simultanagnosia could not count 4-6 dots, but they could ... – PowerPoint PPT presentation

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Title: To Count or Not to Count: That is the Instruction Danerys Encarnacion, Suzanne StahlBell and Mark S.


1
To Count or Not to Count That is the
InstructionDanerys Encarnacion,Suzanne
Stahl-Bell andMark S. Schmidt
  • Encarnacion, D., Stahl_Bell, S., Schmidt, M.S.
    (2002, April). To count or not to count. Paper
    presented at the 1st annual Columbus State
    University Student Colloquium, Columbus, GA.

2
Program Overview
  • Early Research
  • Hypothesis
  • Method
  • Results
  • Conclusion

3
  • Enumeration tasks measure the ability of people
    to perceive the number of targets presented in a
    visual display.

4
Early Research
  • Kaufman et al.
  • - 1-210 targets presented for 200 ms
  • - Found that response time leveled off and
    accuracy greatly dropped when presented with
    more than 6 targets.
  • - Conclusion 2 different process
  • 1) subitizing (1-6)
  • 2) estimation (gt than 6)

5
Estimation
subitizing
6
Early Research (cont.)
  • Dehaene and Cohen
  • - Found that people with simultanagnosia could
    not count 4-6 dots, but they could subitize 1-3
    in a task.
  • - Conclusion 2 separate processes occur in
    what Kaufman just called subitizing.
  • 1) subitizing (1-3)
  • 2) counting (4-6)

7
Current Theory
  • There are 3 different process occurring during an
    enumeration task (Mandler and Shebo)
  • 1) Subitizing 1-3 targets
  • -fast and accurate
  • 2) Counting 4-6 targets
  • -slower and less accurate
  • 3) Estimating 7-9 targets
  • -slower and inaccurate

8
Counting from WM
Estimation
Subitizing
9
In Contrast to Previous Results
  • Thomas et al.
  • -Two choice task was used (4 vs. 5, 6 vs. 7, 8
    vs. 9, etc) for 3-11 dots
  • -Participants were told not to count
  • Results Response times staying in the same
    range without reduced accuracy (90 correct)
  • Conclusion Conceptual Prototype Matching
  • Replaces subitizing, counting and estimation.

10
Prototype Matching
  • The ability to rapidly recognize an example of a
    concept
  • For example, being able to recognize a bird, a
    tree, a house, etc.
  • Maybe people can learn to recognize the number of
    things without counting in the same way
  • Ex) 8-ness, 7-ness, 9-ness, etc.

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13
Our Hypothesis
  • 1) Response times for participants instructed
    Not to Count would be quicker than response
    times for participants instructed to count.
  • 2) The control groups responses would be in
    between.

14
Method
  • Participants 65 Undergraduate Students
  • Apparatus
  • - IBM compatible 486 computer
  • - Standard computer monitor
  • - Computer program written by Dr. Schmidt
  • - Cassette tape recorder
  • - Standard computer microphone

15
Procedure
  • 3 Instruction conditions
  • 1) Try to count
  • 2) Dont try to count
  • 3) Control (not instructed either way)

16
Procedure (cont.)
  • Order of events on each trial
  • Fixation point for 1 sec
  • Display of dots for 200 ms
  • Masking stimulus until response was made

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  • An additional 5 participants were tested with
    Arabic numerals to make sure the voice key was
    responding equally to all verbal pronunciations
    of the numbers.

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Results
  • Arabic numbers no significant differences
    between the groups on response time

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Results
  • Response times Dont count condition was faster
    than count condition when presented with 6 or
    more dots.

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Results
  • Accuracy no significant differences between the
    groups.

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Conclusion
  • Response times for the Dont Count condition
    were faster but just as accurate as the response
    times for the Count condition.
  • No speed-accuracy tradeoff.
  • Participants might have been using the fast
    prototype matching which Thomas et al. (1999)
    suggested was used in their two-choice tasks.

29
Thank You
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