We tend to talk about (refer to, quantify over) parts in the same way in wh
ich we talk about whole objects. Yet a part is not something to be included
in an inventory of the world over and above the whole to which it belongs,
and a whole is not something to be included in an inventory over and above
its own parts. This paper is an attempt to clarify a way of dealing with t
his tension which may be labeled the Minimalist View: an element in the fie
ld of a part-whole relation is to be included in an inventory of the world
if, and only if, it does not overlap any other element that is itself inclu
ded in the inventory. As it turns out, a clarification of this view involve
s both a defense of mereological extensionality and an account of the topol
ogical distinction between detached and undetached parts (and the parallel
opposition between scattered and connected wholes).