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Social Ties and Cognitive Function After Stroke

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1. Identifying Predictors of Cognitive Change When the ... Maria Glymour, Jennifer Weuve, Lisa F. Berkman, James M. Robins. Harvard School of Public Health ... – PowerPoint PPT presentation

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Title: Social Ties and Cognitive Function After Stroke


1
Identifying Predictors of Cognitive Change When
the Outcome Is Measured With a Ceiling
Gerontological Society of America 2004 Annual
Meeting Maria Glymour, Jennifer Weuve, Lisa F.
Berkman, James M. Robins Harvard School of Public
Health
2
Outline
  • The question
  • Why its difficult to answer
  • How CLAD regression helps
  • An example with HRS data

3
The Question
  • Does education affect cognitive change in old
    age?
  • Earl attended 10 years of school and declined by
    2 points on a cognitive test score from age 70 to
    75.
  • Would Earl have experienced more or less
    cognitive change if he had, counter to fact,
    completed more schooling?

4
Indirect Measurement of Cognition
  • Test is an indirect measure of our primary
    interest (cognitive function)
  • Test Scoreg(cognition) e
  • But the test has a maximum possible score
  • Test Scoremin(15, g(cognition) e)

5
Scaling Challenges
True Cognitive Status Values
Low
High
Maximum text score
Measured Test Score
6
Measurement Ceilings
A ceiling on the dependent variable will bias the
regression coefficient away from the coefficient
for the true outcome variable.
7
Ceilings with Longitudinal Data
Difference in True D 0
Observed -3
8
Ceilings with Longitudinal Data
Difference in True D 0
Observed 3
9
Medians vs Means
800
600
400
Cognitive Status
200
0
Mean, Median
10
CLAD Regression
  • The median is more robust to ceiling effects than
    the mean, so contrast medians by level of
    exposure
  • Use CLAD if believe the relationship between X
    and Y does not differ above (vs below) the
    ceiling
  • Calculate the median regression coefficients
  • Drop observations with a predicted value of Y
    over ceiling
  • Repeat steps 1 and 2 until all predicted values
    are below the ceiling.
  • Standard errors are messy bootstrap.
  • Can use any quantile

11
Data Set
  • AHEAD cohort of HRS
  • Enrolled in 1993
  • National sample of non-institutionalized
    survivors born pre-1924
  • n7,542, Observations23,752
  • Self-report years of education dichotomized at
    lt12 years
  • Telephone Interview for Cognitive Status
    (modified)
  • Possible range 0 (bad) -15 (good)
  • 20 scored max at each interview
  • Assessed 1-5 times

12
Analysis
  • TICSti b00 b1Timeti b2Educationi
  • b3TimetiEducationi
  • bkOther Covariatesti ei
  • Bootstrap (500 resamples) for standard errors,
    resampling on the individual (rather than the
    observation)

13
Analysis
  • Other covariates
  • Age at enrollment, mothers education, fathers
    education, Hispanic ethnicity
  • Stratify by sex and race (black vs all other)
  • Up to 5 cognitive assessments
  • Initial models treat time flexibly
  • Impose a linear model of time

14
Summary of AHEAD Data
15
Predicted Median TICS Score
From CLAD models, adjusted for sex, race, age at
baseline, Hispanic ethnicity, mothers and
fathers education
16
Baseline Education Effect Estimates
17
Slope Education Effect Estimates
18
Loss to Follow-Up
19
Effect at Alternative Quantiles
20
(Less Desirable) Alternatives
  • Baseline adjustment
  • Introduces new (and larger) biases
  • Add the scales
  • Hides the ceiling
  • Hides the bias
  • Tobit models
  • Stronger assumptions about the distribution

21
Conclusions
  • More educated respondents had much higher average
    cognitive scores for the duration of the study.
  • Education associated with better evolution of
    cognitive function for white women.
  • Ceilings introduced bias of unknown direction.

22
Limitations Future Work
  • Discrete outcomes
  • Missing data
  • Complex sampling design
  • Unequal scale intervals not due to ceilings

23
Acknowledgements
  • Dean Jolliffe, CLAD ado
  • Funding
  • National Institute of Aging
  • Office for Behavioral and Social Science Research
  • Causal Effects of Education on Elder Cognitive
    Decline
  • AG023399
  • NIA Training grant AG00138

24
END
25
Unequal Scale Intervals
26
Unequal Scale Intervals
Do similar size increments have the same
meaning across all levels of the test?
27
Unequal Scale Intervals
Do similar size increments have the same
meaning across all levels of the test?
28
Unequal Scale Intervals
Do similar size increments have the same
meaning across all levels of the test?
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