Finding effects of a binary treatment D on a right-censored duration Y with covariates X is an important issue in survival/failure duration analysis. This paper shows that the ratio, not the difference, of the survival probabilities of the treatment and control groups solves the random censoring...

We show that the main nonparametric identification finding of Abbring and Van den Berg (2003b, Econometrica) for the effect of a timing-chosen treatment on an event duration of interest does not hold. The main problem is that the identification is based on the competing-risks identification...

We consider regression discontinuity (RD) design with two, not one, running/forcing variables for a single treatment. The main identified entity is a 'double-difference-based ratio', where the numerator is a 'local difference in differences (DD)' for the response, and the denominator is a local...

Individual responses to a treatment D=0,1 differ, depending on covariates X. Averaging such a heterogeneous effect is usually done with the density of X, but the average with `overlap weight (OW)' is done "surreptitiously" with X controlled, where OW is the normalized version of PS×(1-PS) with...

In some surveys, the survey interview dates are scattered over many months. If a treatment unrelated to the survey purpose takes place during the survey period, then randomized data can obtain because individuals interviewed before and after the treatment timing are homogeneous. This happened in...

Given a binary treatment D, a response Y and covariates X, often X interacts with D in an unknown way to make the treatment effect heterogeneous. If D is exogenous, there are various semi-parametric approaches (matching, inverse probability weighting, etc.) to estimate a weighted average of the...