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'''Implicational hierarchy''', in [[linguistics]], is a chain of implicational [[linguistic universal|universals]]. A set of chained universals is schematically shown as in (1):
(1) '''A < B < C < D'''
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respectively:
(3) '''{{IPA|/
This hierarchy defines the following possible combinations of dental/alveolar, bilabial, and palatal voiced nasals in
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(4)
{| class="wikitable"
! width="50"| ||width="30"|{{IPA|/
|-
| Type 1: || align='center'|{{IPA|/
|-
| Type 2: || align='center'|{{IPA|/
|-
| Type 3: || align='center'|{{IPA|/
|}
In other words, the hierarchy implies that there are no languages with {{IPA|/
==Morphology==
[[grammatical number|Number]] marking provides an example of implicational hierarchies in morphology.
▲[[grammatical number|Number]] marking provides an example of implicational hierarchies in morphology.<br/>
▲(5) '''Number: singular < plural < dual < trial / paucal'''<br/>
On the one hand, the hierarchy implies that no language distinguishes a trial unless having a dual, and no language has dual without a plural. On the other hand, the hierarchy provides implications for the morphological marking: if the plural is coded with a certain number of morphemes, then the dual is coded with at least as many morphemes.
==Syntax==
Implicational hierarchies also play a role in syntactic phenomena. For instance, in some languages (e.g. [[Tangut people|Tangut]]) the transitive verb agrees not with a subject, or the object, but with the syntactic argument which is higher on the person hierarchy.
(5) '''Person: first < second < third'''<br/>
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See also: [[animacy]].
==Bibliography==
* Comrie, B. (1989). ''Language universals and linguistic typology: Syntax and morphology.'' Oxford: Blackwell, 2nd edn.
* Croft, W. (1990). ''Typology and universals''. Cambridge: Cambridge UP.
* Whaley, L.J. (1997). ''Introduction to typology: The unity and diversity of language.'' Newbury Park: Sage.
{{DEFAULTSORT:Implicational Hierarchy}}
[[Category:Linguistic typology]]
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