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LADChineseRelatives

ZhenzhenFan edited this page Mar 15, 2016 · 14 revisions

Some issues raised in analysing Chinese Relative Clauses

ZhenzhenFan (FrancisBond)

We sketch an outline of how we handle relative clauses in Chinese, show that the simplest analysis calls for fewer quantifiers and suggest some strategies for dealing with this.

This is the third Virtual Linguistic Analysis Design Session. It will be held on Wednesday, March 1, 2016 at 00:00:00 UTC/GMT (Seattle 4pm (Tue), Singapore 8am, Berlin 1am)

Details on Overleaf.

1. Introduction We started with a seemingly unambitious task in building Zhong grammar - to model the relative clauses in Mandarin Chinese. Soon we found that we also need to cover other usages of DE. And finally we can’t run away from re-examining the implementation of NP structure in Zhong. 1Hence the need of this VLAD to gather more support in terms of linguistic analysis, HPSG implementation, as well as, moral support. The following topics will be discussed:1. Relative clauses in Mandarin Chinese and the general implementation in Zhong 2. The dilemma of determiner (SPR) in NP 3. Can we adopt a different approach? - Allow unspecified NP and use transfer rule to fix the semantics 4. Clarification seeking: LIGHT +/- as constraint to indicate word/phrase

2. Chinese Relative Clauses
2.1 Brief Overview
One of the elements that can occur before a noun in a Chinese NP is a relative clause, which is a nominalized clause placed in front of the head noun, connected by the particle DE. The head noun refers to an omitted argument in the nominalized clause (subject or direct object). Some examples are shown below. Gapped Object: The head noun refers to the omitted direct object of the nominalization. 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 Gapped Subject: The head noun refers to the omitted direct object of the nominalization.

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

What about indirect object? In Chinese sentences with ditransitive verbs (V+Obj1+Obj2), the first object is the indirect object and the second object is the direct object. When the indirect object is actually the head noun, its original position in the relative clause is typically replaced using a pronoun, as illustrated in (3). (Li & Thompson) This phenomenon is to be considered later.

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

2.2 Implementation: Relativizing DE In Zhong, two rules, ”extracted-comp-phrase” and ”extracted-subj-phrase” perform the task of extracting comp or subj for the verb, respectively. Their HEAD-DTR, the verb, doesn’t have constraint on MC, which allows the extraction to happen in both main clauses and subordinate clauses. The mother node has ”MC +”, since DE is defined to take comp with ”MC +” in its lexical type.

Notes from the Session

Test

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