How to find the influence function of $\int_{[0,t]}(1-F_\_)^{-1}dF$,i.e., cumulative hazard function

Asked Nov 26 '13 at 03:55

Active Nov 27 '13 at 16:12

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The common strategy is to replace $F$ with $(1-t)F+t\delta_x$ and then expand the integral. However, I am not sure how to deal with $F_\_$. It seems different from $F$.

edited Nov 27 '13 at 16:12

asked Nov 26 '13 at 03:55

user106240

How to find the influence function of $\int_{[0,t]}(1-F_\_)^{-1}dF$,i.e., cumulative hazard function

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