health care disparities: impossible but essential Alan Zaslavsky, - - PowerPoint PPT Presentation

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health care disparities: impossible but essential Alan Zaslavsky, - - PowerPoint PPT Presentation

Causal inference for health and health care disparities: impossible but essential Alan Zaslavsky, Ben L Cook Harvard Medical School Outline Three faces of disparities Health disparities and healthcare disparities IOM


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Causal inference for health and health care disparities: impossible but essential

Alan Zaslavsky, Ben Lê Cook Harvard Medical School

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Outline

  • Three faces of “disparities”
  • Health disparities and healthcare disparities
  • “IOM definition” of health care disparities
  • Regression modeling to apply the IOM definition
  • Was this causal inference? Causal effect of what?

– “No causality without intervention”?

  • Nonetheless …
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What is a disparity? (“inequality”, …)

  • Difference between groups in treatment or
  • utcomes
  • Socially/ethically/morally unjust/unacceptable
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Three faces of disparities research

  • Descriptive/predictive:

– Which groups are affected? – Correlates, mediators of intergroup differences – Partitioning of variation attributable (predictively) to different factors/actors

  • Normative:

– Which differences are objectionable?

  • Causal:

– What factors would change outcomes if modified? – … and which of these could be modified?

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Health disparities & health care disparities

Health disparities

  • Effects of exposures and

experiences over entire life course (and before)

  • Cumulative
  • Past is continuous with

present

  • Recognize broad social

responsibility, then specific actors

  • Both general and specific

mechanisms Health care disparities

  • Effects of interactions with

specific systems in specific episodes

  • Incremental (mostly)
  • Can define and control for

pre-treatment status

  • Identify specific responsible

parties/subsystems, then broader patterns

  • Specific causal factors and

mechanisms

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“IOM definition” of Healthcare Disparity

Quality of care

Whites Blacks

Difference Clinical Need & Appropriateness & Patient Preferences Healthcare Systems & Legal / Regulatory Systems Discrimination: Bias, Stereotyping, and Uncertainty The difference is due to: Disparity IOM, Unequal Treatment 2002

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Operationalization of IOM Definition

  • Disparities do not include differences related to health

status (clinical appropriateness and need), and patient preferences

  • Disparities do include differences due to SES (differential

impact of healthcare systems and the legal/ regulatory climate), and discrimination.

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Problematical aspects of IOM definition

  • Patient preferences

– Shaped by past personal and group experiences – “Tuskegee effect” – Legally forced segregation in South until Medicare – Indistinguishable from effects of inadequate communication, etc.

  • Discriminatory effect of health care priorities

– Which diseases, conditions get R&D? – Ancillary resources essential to health care – Regional disparities with racial/ethnic effects

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“IOM definition” of Healthcare Disparity (modified)

Quality of care

Whites Blacks

Difference Clinical Need & Appropriateness Socioeconomic correlates

  • f race

Direct racial/ethnic responses: Bias, Stereotyping, and Uncertainty Disparity IOM, Unequal Treatment 2002

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Examples: Implementing the IOM Definition

  • Example 1: Difference overestimates disparity

– Hispanics are on average younger and therefore use less medical care. This is not an “unfair” difference.

  • Example 2: Difference underestimates disparity

– African-Americans are on average less healthy than Whites but may have very similar rates of utilization. – If Blacks were made to be as healthy as Whites, we would see much less use for Blacks compared to Whites - an “unfair” difference.

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Operationalizing the IOM Definition

(1) Fit a model (2) Transform distribution of health status (not SES) (3) Calculate predictions for minorities with transformed health status

  • Average predictions by group and estimate

disparities

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Oaxaca-Blinder decomposition

  • Linear model in groups g=A,B
  • Apply to compare groups A, B

– First term is difference predicted by covariate difference – Second term is difference predicted by difference in coefficients (single or interacted group effect)

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Nonlinear Oaxaca-Blinder decomposition

  • Nonlinear model in groups g=A,B
  • Apply to compare groups A, B

– First term is difference predicted by covariate difference – Second term is difference predicted by difference in coefficients (single or interacted group effect)

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Apply to disparities calculation

  • Objective: adjust for differences in allowable

variables (health status) but not disparity mediators

  • Estimate intergroup difference if

(counterfactually):

– Group B had group A distribution of health status – But retained group B distribution of race, SES, etc.

  • In nonlinear model, construct a joint

distribution of race, SES, health status with given margins.

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Rank and replace

  • Separate linear predictor into “allowed” (health

status) and “disallowed” terms

– Aggregate all health status covariates into combined effect – Observations in the A and B samples separately ranked by the linear predictor from the health status variables – Match by their respective rankings. – (similar to “Fairlie method of non-linear decomposition”)

  • Replace A health status with matched B health status
  • Calculate adjusted comparison
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Adjust Need (HS) “Index” (Rank and Replace)

100 White Black

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Transform Distribution of Health Status

  • 1. Fit a model
  • 2. Transform HS distribution
  • 3. Calculate predictions
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  • 10%

0% 10% 20% 30% 40% 50% 60% White Black Hispanic

Access to Mental Health Care Among those in Need (PHQ-2>=3 or K6>=13) – 2004-2013 MEPS

IOM-Concordant Prediction Results: Any mental health care

47.3% 29.4% 32.7%

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  • 10%

0% 10% 20% 30% 40% 50% 60% 70% 80% White Black Hispanic

HbA1c Check Among those with Diabetes – 2004-2013 MEPS

IOM-Concordant Prediction Results: HbA1c Check in Last Year

66.4% 52.7% 56.8%

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What did we just do with regression?

  • “Prediction” in regression

– What distribution for Y if: – (1) postulated values/distribution for X – (2) relationships are maintained – Does not require belief in scientific generality of model – Gives substantive interpretation of covariates

  • Prediction may be factual or counterfactual
  • If counterfactual, may be

– Matched (observed values) – Interpolated (within range of observed data) – Extrapolated (beyond range of observed data)

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Can this be called a causal effect?

  • Rubin: causality only meaningful for a modifiable

factor

– If unmodifiable, no experiment/intervention possible – What might be modifiable is the system response to race/ethnic ID or appearance – Descriptive inference still useful;

  • Which is causal?

– The doctor refused pain meds because the patient was Black – The doctor refused pain meds because she was told that Black patients were more likely to abuse

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Regression prediction → Causal inference?

  • Threats to validity

– Extrapolation without strong conceptual basis – Relationships differ in another setting

  • Are effects the same for given variable with …

– Natural variation – Natural variation with selection (observational study) – Experimental intervention – Program implementation – Social change

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Generalizability (“External validity”)

Health disparities

  • Mechanisms variable across

settings, subgroups

  • Desired outcomes involve

major extrapolation from existing conditions

  • Natural variation in major

psychosocial factors hard to identify

  • Lifetime effects, manifest

and subtle Health care disparities

  • Mechanisms based in

invariant clinical processes (sometimes, somewhat)

  • Effects in natural variation,

trials, program implement- ation may be similar

  • Natural variation in

treatment by geography, providers, etc.

  • Can control for relevant

background

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No causality without …

  • Strong version:

“No causality without intervention”

– Need intervention to deduce causality

  • Weak version:

“No causality without relevant variation”

– Establish basis for generalizability – Causal inference should inform us regarding effects of possible intervention – Conversely, intervention should recognize nature of underlying variation

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Effects of race? Effects of racism?

  • “Effects of racism” as an ultimate objective

– Is there accessible variation?

  • “Effects of race” looks at interaction
  • To generalize, need to:

– Examine generalizability of studied variation – Recognize when measures may be off the causal pathway – Consider relevance to plausible interventions

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Thank you

  • And thanks to previous speakers and chair for

their contributions

  • Responses, questions and discussion?