Subcompact cardinal
= Subcompact cardinal
{wiki=Subcompact_cardinal}
The term "subcompact cardinal" typically refers to a particular classification of cardinal numbers in set theory. In mathematical set theory, particularly in the context of large cardinals, the concept of "subcompact" is a specific property of certain cardinal numbers. A cardinal \\( \\kappa \\) is said to be **subcompact** if it satisfies certain conditions related to elementary embeddings and the structure of models of set theory.