---
tag: 1C5ADNZM9A
kind: concept
name: Inhabited set
sources:
  - wikipedia: en:5473033@r1336634592
    locator: Inhabited set
    note: adopted
    mention: wikipedia://en/5473033
    sections: [Summary]
same_as:
  wikidata: Q6033616
  wikipedia: Inhabited set
inventory: [YJKD64G7BF]
---

## Summary

In mathematics, a [[set|0BSJ7RQ9BW]] $A$ is **inhabited** if there exists an element $a \in A$.