1. Analysing First Birth Interval by A CART Survival Tree
- Author
-
Mahsa Saadati and Arezoo Bagheri
- Subjects
lcsh:R5-920 ,first birth intervals ,machine learning ,Epidemiology ,Original Article ,cox proportional hazards model ,lcsh:Medicine (General) ,Health Education ,survival analysis - Abstract
Background Birth spacing, especially the first birth interval (FBI), is a suitable index to investigate the delayed fertil- ity that results in a low fertility pattern. Non-parametric familiar alternatives to the Cox proportional hazard regression (CPH) model include survival trees that can automatically discover certain types of covariate interactions according to the survival length. The aim of this research is to study FBI influential factors by applying survival trees. Materials and Methods In this cross-sectional study, 610 married women (aged 15-49 years), were selected from different regions of Tehran, Iran in the Winter and Spring of 2017. Classification and regression trees (CART) for the FBI survival tree were fitted by taking into consideration the predictors of each woman’s age, age at first marriage, educational level, partner’s educational level, activity, region, house ownership, kinship, partner’s race, marriage time attitude, and expenditure using R packages. Results Since the PH assumption of the CPH model was not confirmed for the covariates of age at first marriage (P=0.001), kinship (P=0.000), partner’s race (P=0.001), and marriage time attitude (P=0.042), the results of this model were not valid. Thus, a CART survival tree was fitted. The validity of the fitted model in assessing FBI was confirmed by the significant result of the log rank test (P
- Published
- 2020