Unrestricted
Mereologists claim that whenever we have two things, x
and y, there is a
further thing, z, which is their
‘mereological fusion’. One complaint against unrestricted mereology is
that its
ontological costs are too high: for any two (non-overlapping) things in
our
universe, the mereologist will claim that there is a third (its
fusion). And
once we add fusions, we can also add fusions of fusions, and so on.
In
my dissertation, I proceed systematically, taking on the objections to
CI one
by one, showing how this view can be defended and plausibly developed.
Common
to most of these objections, I argue, is that they all fail to take
into
account two important resources available to the proponent of CI.
First, many
ignore the availability of a plural logic and language, complete with
plural
quantifiers, plural predicates, and (perhaps most importantly) a
plural/singular hybrid identity predicate. Second, none of them
considers what
I call “plural counting,” whereby our “counts” of objects are not
constrained
by singular quantification and singular identity statements. I show how
these
two resources can bolster a strong defense of CI, securing that
mereology is, after all, ontologically innocent.
In
addition, I show how CI has the advantage of providing elegant
solutions to an
array of problems in philosophy: perception puzzles, problems of
prevention and
causation, shadow puzzles, and Frankfurt puzzles about moral
responsibility. I
also introduce a metaphysics of objects that, together with CI,
addresses modal
worries, including issues concerning CI and mereological essentialism.