  The limitative views that we mentioned earlier—strict finitism, finitism, and predicativism—are examples of such hybrid views. For example, strict finitists (on one construal) accept Q and certain theories that are mutually interpretable with Q, thereby adopting non-pluralism for this domain. In addition, the strict finitist takes these theories to exhaust the domain of objective mathematics and adopts a pluralist stance toward the  remainder.[3]   In a similar fashion, finitism and predicativism provide us with examples of hybrid non-pluralist/pluralist positions. 