A note on stability and NIP in one variable
arXiv:2103.15799
Abstract
A theory is NIP (resp. stable) if and only if every formula with parameters in two single variables is NIP (resp. does not have the order property).
arXiv:2103.15799
A theory is NIP (resp. stable) if and only if every formula with parameters in two single variables is NIP (resp. does not have the order property).