Public Health Night School

Public Health Night School

Share this post

Public Health Night School
Public Health Night School
Biostats Night School Lesson 10: Survival Analysis
Biostatistics

Biostats Night School Lesson 10: Survival Analysis

How long can you go with treatment A versus treatment B?

Jul 07, 2025
∙ Paid

Share this post

Public Health Night School
Public Health Night School
Biostats Night School Lesson 10: Survival Analysis
Share

It is a truth universally acknowledged that any topic with the word "survival" in it sounds a bit dramatic. You might be picturing extreme reality shows or apocalyptic scenarios. But don’t worry, survival analysis in statistics is a little more civilized than that. No one’s fending off zombies here. We are just trying to figure out how long it takes for something (anything) to happen.

This "something" could be how long a patient lives after treatment, how many months a smoker stays cigarette-free after quitting, or when a disease might decide to make an unwelcome comeback. In public health, survival analysis is a way of asking, "How much time do we have?" and then making important decisions based on the answer.

A black and white cartoon shows two anthropomorphic letters, A and B, standing in a dense jungle. Both characters wear survival gear, including boots, belts, and utility pouches. The letter A has a wide-brimmed hat, walking stick, and a sheathed knife, while B wears a bandana and holds a large machete. Predators with glowing eyes, including a tiger, snake, and crocodile, lurk in the trees and grass behind them.
Who will survive? Treatment A or Treatment B?

Keep reading with a 7-day free trial

Subscribe to Public Health Night School to keep reading this post and get 7 days of free access to the full post archives.

Already a paid subscriber? Sign in
© 2025 EpiVeritas Analytics & Consulting, LLC.
Privacy ∙ Terms ∙ Collection notice
Start writingGet the app
Substack is the home for great culture

Share