Kidney transplantation is the most effective renal replacement therapy for
end stage renal disease patients. With the severe shortage of kidney supplies
and for the clinical effectiveness of transplantation, patient's life
expectancy post transplantation is used to prioritize patients for
transplantation; however, severe comorbidity conditions and old age are the
most dominant factors that negatively impact post-transplantation life
expectancy, effectively precluding sick or old patients from receiving
transplants. It would be crucial to design objective measures to quantify the
transplantation benefit by comparing the mean residual life with and without a
transplant, after adjusting for comorbidity and demographic conditions. To
address this urgent need, we propose a new class of semiparametric
covariate-dependent mean residual life models. Our method estimates covariate
effects semiparametrically efficiently and the mean residual life function
nonparametrically, enabling us to predict the residual life increment potential
for any given patient. Our method potentially leads to a more fair system that
prioritizes patients who would have the largest residual life gains. Our
analysis of the kidney transplant data from the U.S. Scientific Registry of
Transplant Recipients also suggests that a single index of covariates summarize
well the impacts of multiple covariates, which may facilitate interpretations
of each covariate's effect. Our subgroup analysis further disclosed
inequalities in survival gains across groups defined by race, gender and
insurance type (reflecting socioeconomic status).Comment: 68 pages, 13 figures. arXiv admin note: text overlap with
arXiv:2011.0406