Continuous logic and the strict order property
arXiv:1902.05229
Abstract
We generalize a theory of Shelah for continuous logic, namely a continuous theory has OP if and only if it has IP or SOP.
In this new version the title has been changed. This version is just about continuous logic, and the classical case is in another article entitled "Dividing lines in unstable theories and subclasses of Baire 1 functions"