 How do these stances on fundamentality—that ordinary objects are not fundamental or are not in the domain of fundamental quantifiers—compare to the eliminativist theses discussed above? Although there is a superficial resemblance, the differences are manifest when we consider how the views interact with the arguments against conservatism in  §2.  Eliminativists, who say that ordinary objects do not exist, can accept AV5, DK4, OD5, SR4, and ST8 and can reject AR1, MC1, and PM3 in the arguments above, since the latter affirm, and the former deny, the existence of ordinary objects. But those who are willing to deny only that ordinary objects exist fundamentally (in one or the other sense) must find some other way of addressing the arguments.