This paper proposes a linguistic theory based on dependency relations
between words and applies it to the analysis of coordinate constructio
ns. First, we present arguments for ''flexible'' constituency, where c
onstituents may overlap on a single reading of a sentence. In the cont
ext of dependency grammar, we then define the theory of dependency con
stituency, where words that are all linked by dependencies form a cons
tituent, and formalize this approach within categorial grammar. Next w
e apply this theory to the analysis of coordinate constructions, with
the goal of determining what strings of words can be coordinated We su
rvey a range of approaches to coordination, at first concentrating on
the assumption that it should only be possible to coordinate constitue
nts of the same category. We show that this account is inadequate even
with flexible constituency. Therefore we suggest that coordination ma
y be bound by a parallelism restriction, under which conjuncts must co
nsist of equivalent sequences of constituents, and examine this in rel
ation to various theories of constituency. After considering coordinat
ion in dependency grammar, we propose that an adequate account is prov
ided by restricting coordination to equivalent sequences of dependency
constituents. Finally, we demonstrate how the conjoined expressions s
hould themselves be analyzed in order to be incorporated into complete
sentences.