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Lecture 3 Psyco 350, A1 Fall, 2006

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Modal Model w/ 7 Slots 1 chunk/slot. Psyco 350 Lec #3 Slide 9. Chunking ... Chunk (and elaborated) groups of digits into running times (or historical dates) ... – PowerPoint PPT presentation

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Title: Lecture 3 Psyco 350, A1 Fall, 2006


1
Lecture 3 Psyco 350, A1Fall, 2006
  • N. R. Brown

2
Outline
  • Aspects of Modal Model
  • STM vs LTM Serial Position Curve
  • Properties of STM
  • Capacity Span Task
  • Duration/Forgetting Brown-Peterson Task
  • Retrieval Sternberg Task
  • Problems w/ Modal Model

3
Measuring STM Capacity Digit-Span Task
  • Instructions Recall the digits in the order
    presented.

4
Measuring STM Capacity Digit-Span Task
  • Span Test
  • Materials random digits, words, etc
  • Task serial recall
  • Span Defined list length that produces accurate
    performance on 50 of trials

5
Free Recall the Serial Position Curve
Memory Tests
Recall
Recognition
Cued
Uncued
FREE
Serial
6
In-Class Digit Span
  • List 1 3825
  • List 2 94318
  • List 3 596382
  • List 4 7918546
  • List 5 86951372
  • List 6 163874952
  • List 7 7154856193

7
Capacity Span Task
  • Digit Span Defined of digits accurately
    recalled 50 of the time
  • Standard Span 72 digits
  • Modal Model Interpretation (Miller, 1956)
  • STM Capacity 7 chunks

8
Modal Model w/ 7 Slots 1 chunk/slot
9
Chunking Demo
  • CDHAOETGN
  • C D H
  • A O E
  • T G N

10
Chunking
  • Chunking the process of combining information
    so that it takes up as little as possible of the
    limited space in STM
  • Klatzky, p. 74
  • Chunking ? span
  • Why not a limitless STM?
  • Chunk chunked chunks?
  • Required
  • Chunking scheme
  • Time to apply scheme

11
Extraordinary Digit-Span SF
  • Materials
  • random digits
  • auditory presentation
  • 1 digit/s
  • Results
  • After 45 days of practice span 83

12
SF Digit Span
13
How did he do it?
  • Chunk (and elaborated) groups of digits into
    running times (or historical dates)
  • Devised in used retrieval structure to guide
  • Parsing of list in to units
  • retrieval of items at test

14
SF Chunking
15
SF Retrieval Structure
16
Duration Forgetting in STM
  • Brown-Peterson Task
  • Initial attempt to measure duration of STM
  • Procedure
  • hear sub-span target set 3 letters
  • count backwards for X s
  • recall target
  • Manipulation length of retention interval
  • Assumption
  • Counting task knocks out rehearsal
  • Measure of the rate of forgetting

17
Brown-Peterson Main Finding
  • In the absence of rehearsal, sub-span material is
    forgotten very rapidly from STM
  • Initial interpretation information rapidly
    decays from STM
  • Note w/ 0-delay, only 80 accuracy.

18
A Test of Decay Hypothesis
  • Waugh Norman (1965) -- Serial Probe Task
  • Method
  • auditory, 16 digit list, followed by probe digit
  • TASK name the digit that followed the probe
  • Manipulation
  • location of probed item
  • Presentation time 1digit/s vs 4 digits/s
  • Decay prediction
  • recall 1 digit/s lt 4 digits/s
  • Interference prediction
  • recall 1 digit/s 4 digits/s

19
Waugh Norman (1965)
  • Results
  • Recall ? w/ of intervening items
  • consistent w/ both decay interference
  • Recall (more or less) unaffected by presentation
    rate
  • Consistent only w/ interference

20
Evidence for PI in Brown-Peterson Task
  • Keppel Underwood (1962)
  • Competing Predictions
  • Decay prediction Does delay affect recall? NO
  • Interference prediction Performance decline
    across trials? YES
  • Conclusion
  • Interference causes forgetting in STM

21
STM Retrieval 3 Possiblities
  • Issue
  • How do we access information in STM?
  • Is Item X in STM?
  • Three possibilities
  • Parallel simultaneous access to all items.
  • Serial consider 1 item at a time.

Retrieval Models
Parallel
Serial
Self- Terminating
Exhaustive
22
STM Retrieval 3 Possiblities
  • Three possibilities
  • Parallel simulators access to all items.
  • Serial consider 1 item at a time.
  • Self-terminating
  • Stop when
  • target content
  • Exhaustive
  • Check each item on list

Retrieval Models
Parallel
Serial
Self- Terminating
Exhaustive
23
Selecting between Retrieval Model The Sternberg
Task
  • Task
  • Materials
  • Memory Set N letters
  • Probe target letter
  • Question Is probe in memory set?
  • Manipulations
  • Set Size 1 to 6 letters
  • Probe Type
  • positive (in memory set)
  • negative (not it set)

24
Sternberg Task Method
25
Competing Retrieval Model Predictions
26
Why Serial Models Make Different
PredictionsAdditive Factors Logic (Radvansky,
pp. 58-60)
27
Sternberg Task Results
  • RT ? w/ set size
  • Implication serial
  • Negative Positive
  • Implication exhaustive

28
Sternbergs Model
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