Statistical Methods & Thinking

Episode 9 | Categorical Data in Practice: Measures of Association, and Simpson’s Paradox

41 min · 2. Feb. 2026
Episode Episode 9 | Categorical Data in Practice: Measures of Association, and Simpson’s Paradox Cover

Beschreibung

In this episode, we start with Fisher’s “Lady Tasting Tea”—a classic reminder that good questions need good experimental design. Then we shift from continuous outcomes to categorical data: how a simple 2×2 table turns test results into sensitivity/specificity, and study results into association measures like relative risk and odds ratios.Next, we unpack Simpson’s paradox—how the headline conclusion can flip once you stratify by a key factor. We wrap up with practical inference tools, including Fisher’s exact test and the chi-square test, plus a quick nod to ROC/AUC for evaluating classifiers.

Kommentare

0

Sei die erste Person, die kommentiert

Melde dich jetzt an und werde Teil der Statistical Methods & Thinking-Community!

Loslegen

2 Monate für 1 €

Dann 4,99 € / Monat · Jederzeit kündbar.

  • Podcasts nur bei Podimo
  • 20 Stunden Hörbücher / Monat
  • Alle kostenlosen Podcasts

Alle Folgen

13 Folgen

Episode Episode 11 | Finding Structure in Multivariate Data Cover

Episode 11 | Finding Structure in Multivariate Data

This episode is about what to do when your data has many variables at once. We start with the basic idea of how variables “move together” (correlation and covariance), and why that matters for understanding patterns in real datasets. Then we introduce dimension reduction—ways to compress lots of information into a few summary features, so you can see the main structure without getting lost in details. We explain how these methods find the directions where the data varies most, and how a simple “rotation” can make the results easier to interpret. We wrap up with practical rules of thumb for deciding how many components to keep, and a quick preview of how these ideas connect to grouping similar observations and classifying new cases.

2. Feb. 202644 min