 ##  [Strong Minimality](/strong-minimality) 

  ##  [Strong Minimality](https://mathlogic.quantumdictionary.io/strong-minimality-0) 

  
 [![Mathematics & Logic Dictionary](/sites/default/files/styles/large/public/2026-01/Mathematics%20%26%20Logic.png.webp?itok=UhtTRPnp)](/topic-specific-dictionaries/natural-formal-sciences/mathematics-logic)

- Natural &amp; Formal Sciences -

**Mathematics &amp; Logic Dictionary**

 
Definition

A property of a definable set (or of a complete first-order theory viewed via its home sort) that every definable subset (with parameters) is either finite or cofinite in the ambient domain; equivalently the only infinite definable subsets are coextensive with the whole domain, giving a canonical minimal geometry on the domain.