Large cardinals ordered by cardinality
Based on my answer to this question on Math Overflow: https://mathoverflow.net/questions/250978/large-cardinals-ordered-by-cardinality-of-least-instance/333418#333418 1. The standard ordering of large cardinals. The gaps between large cardinals are much more complex then just \(LC_1\lt LC_2\) can express. There are two main types of large cardinals. Limit cardinals and embedding cardinals. A limit cardinals is created by taking a class…