Home » Data Science » Machine Learning » Compute the probability of surviving up to 4 years S(4)S(4) given the following dataset using the Kaplan Meier estimate: Q: Practice More Questions From: Survival Models and Time Created with Fabric.js 4.6.0 Practice More Questions Data Analysis 2000+ Qs Machine Learning 1000+ Qs Created with Fabric.js 4.6.0 Similar Questions Which of the following is a difference between survival data and classification datasets? Which of the following is an example of censoring? True or False: If t is larger than the longest survival time recorded in the dataset, then S(t) = 0S(t)=0 according to the Kaplan-Meier estimate. The survival function is always: Estimate P(T > 2 | T >= 2)P(T>2∣T>=2) from the following dataset: Let f(x) be the probability that a person with feature x dies within 5 years. Let Sx(t) be the survival function of a person with feature x. Assume t is measured in years. Which of the following is true? Compute the probability of surviving up to 4 years S(4)S(4) given the following dataset using the Kaplan Meier estimate: Compute S(5) given the following dataset using the Kaplan Meier estimate (note, it’s the same dataset as in the previous question). Created with Fabric.js 4.6.0 Practice More Questions Data Analysis 200+ Qs Machine Learning 100+ Qs