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Journal of Semantics Advance Access originally published online on December 20, 2006
Journal of Semantics 2007 24(1):27-72; doi:10.1093/jos/ffl007
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© The Author 2006. Published by Oxford University Press. All rights reserved. For Permissions, please email: journals.permissions@oxfordjournals.org

The Exhaustion Particles in the Yi group: A Unified Approach to All, the Completive and the Superlative

Matthias Gerner

City University of Hong Kong

Correspondence: MATTHIAS GERNER, Department of Chinese, Translation & Linguistics, City University of Hong Kong, 83 Tat Chee Avenue, Kowloon, Hong Kong. e-mail: mgerner{at}cityu.edu.hk


   Abstract

The exhaustion particles of the Yi languages (Tibeto-Burman languages from Southwest China) are sentence-end morphemes with a surprising wealth of possible interpretations. With gradeable states they convey the meaning of superlative (‘most’), with accomplishments they function as completive particle (‘exhaustively’), and in ungradeable states, activities or achievements they act as all particles, i.e. as universal non-distributive quantifiers, on the first argument.

A unified account of the all-, completive- and superlative-meanings is proposed. It is argued that all three notions basically divide their respective domain (= objects, events or states) into three types: a singular domain type, a quantized domain type and a homogeneous domain type. For events there is also a fourth domain type, the bounded domain type, which does not have an analogy with objects and states.


Object-denotations Event-denotations State-denotations

Singular Individual OD Punctual ED Ungradeable SD
Quantized Quantized OD Quantized ED State with quantized comparison class
Bounded Bounded ED
Homogeneous Homogeneous OD Homogeneous ED State with homogeneous comparison class

The all-, the completive- and the superlative-meanings of the exhaustion particles have in common that they are incompatible with entities from the singular domain type, (in general) pragmatically implausible with entities from the homogeneous domain type, and compatible with entities from the quantized domain type.


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