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On the Quantification of Events in Dou a() Construction

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Chinese Lexical Semantics (CLSW 2017)

Part of the book series: Lecture Notes in Computer Science ((LNAI,volume 10709))

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Abstract.

In the existing literature, the three aspects of the quantificational adverb dou a—the objects of quantification, the properties of quantification and the means by which dou a quantifies—are still controversial issues. Therefore in this paper we first try to define quantify and construct a quantification system. This quantification system consists of three primary elements including quantified scope, quantifying unit, quantity value, as well as two basic quantifying ways including cumulative sum (forward quantification) and distributive division (reverse quantification), in addition to four main results including singular, plural, total quantity and partial quantity. On this basis, we define the quantified object of dou a as the eventualities expressed by the given sentence; we also redefine dou a’s properties of quantification as distributive universality. Then we divide the quantification construction of dou a into four parts: distributive domain, distributive index, distributive operator and distributive share. Through investigating the syntactic, semantic and pragmatic features of these four parts, as well as the distributive dependency relations between these four parts, we explained how dou a quantifies eventualities.

This article uses this concept “Event” in the wide sense, i.e. what happens in a certain time and place about a thing, how the state of a thing/things is/are being, which property a thing/things has/have, which relationship it has between different things, how many/much the quantity of thing/s is/are, and so on(see Zhan Weidong 2013: 114). Perhaps the concept eventuality of neo-Davidsonian is more suitable,see also Higginbotham(1985、2000)and Parsons(1990、2000)

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Zhong, H. (2018). On the Quantification of Events in Dou a() Construction. In: Wu, Y., Hong, JF., Su, Q. (eds) Chinese Lexical Semantics. CLSW 2017. Lecture Notes in Computer Science(), vol 10709. Springer, Cham. https://doi.org/10.1007/978-3-319-73573-3_4

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  • DOI: https://doi.org/10.1007/978-3-319-73573-3_4

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