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Components of Working Memory Updating

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Title: Components of Working Memory Updating


1
Components of Working Memory Updating
  • Ullrich Ecker1, Stephan Lewandowsky1, Klaus
    Oberauer2, Abby Chee1
  • 1 University of Western Australia, 2 University
    of Bristol (now University of Zurich)

2
Working memory updating (WMU)
  • Working memory (WM) holds selected
    representations available for ongoing processing
  • To maintain accurate representations of
    information that changes over time, WM content
    needs to be updated
  • Example of WMU Keeping score in a tabletennis
    match
  • Important for
  • Mental arithmetic
  • Language comprehension
  • Navigating through traffic
  • etc.

3
Aims of study (1)
  • WMU not a unitary process
  • WMU needs to allow for stability and flexibility
    at the same time (Kessler Meiran, 2008)
  • If X is replaced with Y
  • and then Z
  • Unclear
  • What are the component processes of WMU?

4
Aims of study (1)
  • WMU not a unitary process
  • WMU needs to allow for stability and flexibility
    at the same time (Kessler Meiran, 2008)
  • If X is replaced with Y
  • and then Z
  • Unclear
  • What are the component processes of WMU?

5
Aims of study (2)
  • Individual differences research
  • WMU specifically predicts higher cognitive
    abilities (e.g., fluid intelligence, Friedman et
    al., 2006)
  • However, WMU often measured with tasks that
    conflate WMU WM capacity (WMC)
  • Running memory task E G H R O F
  • Unclear
  • What is the relationship between WMU WMC?
  • WMU WMC may rely on common WM abilities
    (Schmiedek et al., in press)
  • WMU WMC may be distinct and dissociable (van
    Raalten et al., 2008 Radvansky Dijkstra, 2007)
  • Predictive power of WMU over and above WMC?

6
Aims of study (2)
  • Individual differences research
  • WMU specifically predicts higher cognitive
    abilities (e.g., fluid intelligence, Friedman et
    al., 2006)
  • However, WMU often measured with tasks that
    conflate WMU WM capacity (WMC)
  • Running memory task E G H R O F T
  • Unclear
  • What is the relationship between WMU WMC?
  • WMU WMC may rely on common WM abilities
    (Schmiedek et al., in press)
  • WMU WMC may be distinct and dissociable (van
    Raalten et al., 2008 Radvansky Dijkstra, 2007)
  • Predictive power of WMU over and above WMC?

7
The present study
  • Decomposition of WMU into three distinct
    components
  • Retrieval
  • Transformation
  • Substitution
  • Implemented into a standard WMU paradigm
  • Plus WMC battery
  • 97 subjects

8
The present study
  • Decomposition of WMU into three distinct
    components
  • Retrieval
  • Transformation
  • Substitution
  • Implemented into a standard WMU paradigm
  • Plus WMC battery
  • 97 subjects

actually, 5 more than the 20 initially expected
9
The present study
  • Decomposition of WMU into three distinct
    components
  • Retrieval
  • Transformation
  • Substitution
  • Implemented into a standard WMU paradigm
  • Plus WMC battery
  • 97 subjects

actually, 5 more than initially expected
10
The present study
  • Decomposition of WMU into three distinct
    components
  • Retrieval
  • Transformation
  • Substitution
  • Implemented into a standard WMU paradigm
  • Plus WMC battery
  • 97 subjects

actually, were expecting 25
11
Processes of WMU
12
The present study
  • Decomposition of WMU into three distinct
    components
  • Retrieval
  • Transformation
  • Substitution
  • Implemented into a standard WMU paradigm (MU
    task, e.g., Oberauer, 2002)
  • Plus WMC battery
  • 97 subjects

13
Updating task Trial structure
  • Encoding
  • Remember 3 letters-in-frames
  • Updating
  • 6 steps
  • Update individual frames (alphabet arithmetic)
  • Remember and type result (? RT, accuracy)
  • Finall recall (not analysed)
  • To make sure subjects updated until the end,
    given predictable sequence
  • All frames in random order

14
Design
  • Updating
  • 3 factors Retrieval, Transformation, Substitution
  • fully crossed within-subjects

15
Updating conditions
  • Pure Substitution
  • type N, remember N F A

16
Updating conditions
  • Pure Transformation
  • type F, remember V F A

17
Updating conditions
  • Pure Retrieval
  • type A, remember V F A

18
Updating conditions
  • All 3 combined
  • type H, remember V H A

?2
19
Updating conditions
  • Baseline condition
  • type V, remember V F A

V
20
Updating conditions
  • Retrieval plus Substitution
  • type F, remember V F F

21
Updating conditions
  • Transformation plus Retrieval
  • type A, remember V F A

?0
22
Condition prompts at a glance
Assuming C is currently remembered
23
Sample trial

Im ready
24
Sample trial Initial encoding
B-Q-J
Encoding time 2 s
25
Sample trial Updating step 1
?1
C-Q-J
26
Sample trial Updating step 2
I2
C-Q-K
Note frame switch on every step
27
Sample trial Updating step 3
?
C-Q-K
Note frame switch on every step
28
Sample trial Updating step 4
S
S-Q-K
Note frame switch on every step
29
Sample trial Updating step 5
S-K-K
Note frame switch on every step
30
Sample trial Updating step 6
J1
S-K-K
Note frame switch on every step
31
Sample trial Final recall 1
?
K
Random order
32
Sample trial Final recall 2
?
S
Random order
33
Sample trial Final recall 3
?
K
Random order
34
Results
2 MODELS
35
Modelling
  • Multilevel regression SEM
  • Starting point
  • Maximal parsimony Could there be independence?

36
Multilevel regression
  • permits an aggregate analysis of data from all
    participants without confounding within- and
    between-subject variability

37
Multilevel regression (RT)
  • Additional frame-switch in ? condition
  • frame-switch cost (Garavan, 1998 483 ms) was
    subtracted from all ? RTs
  • Transformations were represented by 3 dummy
    variables
  • T1 1 (baseline)
  • T2 2 (coded as RT increase relative to
    baseline T1)
  • T0 0 (coded as RT decrease relative to
    baseline T1)
  • UpdRT 1.30 .04R 1.20T1 .94T0 .58T2
    .30S
  • Coefficient of discrimination r2(obs, fitted)
    across all 1197 data points .91
  • Likelihood ratio tests Fit not improved by
    adding interactions ? Independence

38
Multilevel regression (Accuracy)
  • Additional frame-switch in ? condition
  • Additional frame-switch factor SW estimated
  • Transformations were represented by 3 dummy
    variables
  • T1 1 (baseline)
  • T2 2 (coded as accuracy decrease relative to
    baseline T1)
  • T0 0 (coded as accuracy increase relative to
    baseline T1)
  • UpdAcc .99 .89R .91T1 1.07T0 .93T2
    .97S .97SW
  • Coefficient of discrimination r2(obs, fitted)
    across all 1197 data points .76
  • Likelihood ratio tests Fit not improved by
    adding interactions ? Independence

39
SEM
  • SEM..
  • is typically used to
  • capture individual differences
  • correlational dependencies between latent
    variables

40
SEM WMC measurement model
41
SEMRT model
Strong constraints that impose additive
structure All loadings fixed to 1 all manifest
intercepts and error means fixed to 0
RT.1
e1
S
RT.2
e2
RT.3
e3
T
e4
RT.4
RT.5
e5
R
RT.6
e6
e7
RT.7
GenRT
e8
RT.8
42
SEMRT model
Strong constraints that impose additive
structure All loadings fixed to 1 all manifest
intercepts and error means fixed to 0
RT.1
e1
S
RT.2
e2
RT.3
e3
T
e4
RT.4
RT.5
e5
R
RT.6
e6
e7
RT.7
GenRT
e8
RT.8
43
SEMRT model
Relaxed additivity constraints Fixed e3 to
frame-switch estimate (Garavan, 1998) freely
estimated TRT.5 weight allowed error covariation
RT.1
e1
S
RT.2
e2
e3
RT.3
T
.48
e4
RT.4
RT.5
e5
R
Condition 3 ? (2nd frame switch) Condition 5 ?0
RT.6
e6
e7
RT.7
GenRT
e8
RT.8
44
SEMRT model
?2(47) 87.23 CFI .94 RMSEA .094 SRMR
.084
RT.1
e1
S
.34
RT.2
e2
e3
RT.3
T
.48
.52
1.47
e4
RT.4
.20
RT.5
e5
R
.48
.03
RT.6
e6
.34
e7
RT.7
GenRT
-.21
1.28
e8
RT.8
45
SEMRT model
Methodological advancement Simultaneous
estimation of latent weights and means
RT.1
e1
S
.34
RT.2
e2
e3
RT.3
T
.48
.52
1.47
e4
RT.4
.20
RT.5
e5
R
.48
.03
RT.6
e6
.34
e7
RT.7
GenRT
-.21
1.28
e8
RT.8
46
Estimated ? observed means
  • Estimated means can be used to accurately
    re-calculate observed experimental data
  • For example, in case of T S
  • 1.28 1.47 .34 3.08 3.01 s
  • Median deviation 35 ms

47
SEMAcc model
?2(45) 68.01 CFI .95 RMSEA .073 SRMR
.048
Acc.1
S
.02
Acc.2
Acc.3
T
-.46
.46
.08
Acc.4
-.11
-.56
.84
Acc.5
R
.11
Acc.6
-.33
Acc.7
GenAcc
.25
.97
Acc.8
48
Summary
  • Data suggest that R, T, and S
  • make orthogonal and additive contributions to WMU
    task performance
  • probably run serially R?T?S
  • Transformation
  • strong effect on both WMU accuracy and RT
  • transformation accuracy covaries with WMC
  • No actual retrieval process operating (no effect
    on RT)
  • subjects likely keep all 3 letters in a region
    of direct access (Oberauer, 2002)
  • Accuracy effect of retrieval
  • direct access vs. integrity / accuracy of
    representation
  • covaries with WMC
  • Substitution
  • relatively small but significant effect on both
    WMU accuracy and RT
  • the only factor with own variance separate from
    WMC

49
Conclusion
  • Only substitution is unique to WMU.
  • Previous reports that WMU specifically predicts
    higher cognitive abilities (e.g., fluid
    intelligence, Friedman et al., 2006) are likely
    due to a conflation of WMU and WMC factors.
  • Studies that reported dissociation of WMU and WMC
    (e.g., in schizophrenia, van Raalten et al.,
    2008) used WMU tasks that relied heavily on
    substitution.
  • To-be-tested Are substitution skills in
    themselves useful in predicting higher cognitive
    abilities?

50
Thank you!
Steve Lewandowsky Steve Lewandowski
Klaus Oberauer Abby Chee
Toby Danny
51
References
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  • Galletly, C. A., MacFarlane, A. S., Clark, C.
    R. (2007). Impaired updating of working memory in
    schizophrenia. International Journal of
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  • Garavan, H. (1998). Serial attention within
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52
Oberauers WM model (2002)
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