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In a coordination construction, which is universally available, two or more syntactic constituents are combined, with or without an overt coordinator. This Element examines how coordinate structures are derived syntactically, focussing on the syntactic operations involved, including constraints on both their operations and the representations they produce. Specifically, considering the recent research development in the syntax of coordination, the Element discusses whether any special syntactic operation is required to derive various coordinate constructions, including constructions in which each conjunct has a gap, whether there is any special functional category heading coordinate constructions in general, what the morphosyntactic statuses of coordinators (i.e., conjunctions and disjunctions) are in some specific languages, whether the structure of a coordinate construction can be beyond the binary complementation structure, and whether the mobility of conjuncts and the mobility of elements in conjuncts require any construction-specific constraint on syntactic operations.
Modifiers come in a wide range of semantic types. The prototypical modifiers, property concepts, sort the referents of the noun category into subcategories. Numerals, quantifiers, set-member modifiers (‘next,’ ‘last,’ ordinals), and mensural terms function to select an individual, a set of individuals, or an amount of a nonindividuated object. Nominal modifiers use another referent to situate the head referent, most commonly via relations of possession or location. Modification constructions use a variety of strategies to express the modifier--head referent relation, strategies that are used in many other relations within a construction. Simple strategies do not use any other morphemes to encode the relation, and include juxtaposition and compounding. Relational strategies encode the semantic relation between modifier and referent (more generally, dependent and head), and include adpositions and case affixes. Indexical strategies index a referent, either the head referent or the nominal dependent referent, and include most classifiers. The sources of these strategies are constructions with pronouns, nouns, or verbs; and the strategies may evolve into a linker.
Within linguistics, the formal and functional approaches each offer insight into what language might be and how it operates, but so far, there have been hardly any systematic attempts to integrate them into a single theory. This book explores the relationship between universal grammar - the theory that we have an innate mechanism for generating sentences - and iconicity - the resemblance between form and meaning in language. It offers a new theory of their interactions, 'UG-iconicity interface' (UG-I), which shows that not only do universal grammar and iconicity coexist, but in fact collaborate in intricate and predictable ways. The theory explains various recalcitrant cross-linguistic facts surrounding the serial verb constructions, coordination, semantically and categorically obscure 'linkers', the multiple grammatical aspects of the external argument, and non-canonical arguments. This groundbreaking work is essential reading for researchers and postgraduate students in linguistics, as well as scholars in psychology and cognitive science.
Categorially obscure words of relations, sometimes accompanied by semantic obscurity too, characteristically occur between the connected constituents regardless of the specific word-order setting of a language. This chapter investigates two kinds of such connectors, the conjunctions and the linkers. It is argued that the functional void of UG responsible for the grammatical behaviors of connectors is that UG cannot project any lexical item without a categorial specification. If a lexical item does not acquire a category for some independent reason, its consequential lack of syntactic representation leads to unique grammatical behavior dependent on the specific semantic relation it encodes. In the case of conjunctions, the symmetric nature of ‘and’ and ‘or’, triggering linear iconicity while restricted by the isomorphic implementation of the USM, results in representing conjuncts on parallel planes of which one is the “default” due to computational cost. It is this simultaneous symmetry–asymmetry enforced by the UG-iconicity interface that explains a large set of apparently self-contradictory traits of coordination. Linkers from Mandarin Chinese, Chamorro and Cantonese are analyzed in a similar manner.
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