What is the complier average causal effect estimate?

What is the complier average causal effect estimate?

The complier average causal effect (CACE) parameter measures the impact of an intervention in the subgroup of the population that complies with its assigned treatment (the complier subgroup). The use of instrumental variable (IV) estimators of the CACE parameter in parallel-arm trials has been well described (1, 4–6).

How do you calculate average causal effect?

The average causal effect can be estimated using the differences estimator, which is nothing but the OLS estimator in the simple regression model Yi=β0+β1Xi+ui , i=1,…,n,(13.1) (13.1) Y i = β 0 + β 1 X i + u i , i = 1 , … , n , where random assignment ensures that E(ui|Xi)=0 E ( u i | X i ) = 0 .

What is CACE analysis?

CACE analysis seeks to compare outcomes for individuals in the intervention condition who complied with treatment with individuals in the control group who would have complied with treatment given the opportunity to do so (CACE = μc1 – μc0).

What is late in econometrics?

The local average treatment effect (LATE), also known as the complier average causal effect (CACE), was first introduced into the econometrics literature by Guido W. Imbens and Joshua D. Angrist in 1994.

What is a late estimate?

The LATE estimate is calculated as the intention-to-treat estimate (ITT) divided by the estimated share of Compliers in the population. With noncompliance, the share of Compliers in the population is smaller than one. As a result, the LATE estimate will always be larger than the ITT estimate.

How do you calculate late?

The LATE estimate is calculated as the intention-to-treat estimate (ITT) divided by the estimated share of Compliers in the population. With noncompliance, the share of Compliers in the population is smaller than one.

How is the complier average causal effect ( CACE ) defined?

The complier average causal effect (CACE) parameter measures the impact of an intervention in the subgroup of the population that complies with its assigned treatment (the complier subgroup). CACE has been proposed as a complementary parameter of interest that more closely estimates treatment efficacy in trials with imperfect compliance ( 1, 2 ).

How to obtain a CACE treatment effect estimate?

To obtain a CACE treatment effect estimate, the data analysis model must be able to identify potential treatment compliers who were randomly assigned to the control condition.

Why do we need an unbiased treatment effect estimate?

Given that these traditional treatment effect estimation methods are biased due to inaccurate assumptions regarding compliance, an unbiased treatment effect estimate capable of incorporating realistic levels of treatment compliance is needed. 2. Moving from ITT to CACE

Can a causal inference be made in a RCT?

Randomized control trials (RCTs) have long been the gold standard for allowing causal inferences to be made regarding the efficacy of a treatment under investigation, but traditional RCT data analysis perspectives do not take into account a common reality: imperfect participant compliance to treatment.