Abstract
The V de resultative construction has been an intriguing issue in Chinese linguistics. Theories have been put forth regarding what the morpheme de (here called de result to avoid confusion) does in this construction. In this article, the preexisting theories are empirically questioned. It is shown that the presence of de result is not obligatory when the result predicate takes some special forms. A procedural account is proposed of how the typical V de result construction and its variants deliver the same logical form although they involve different functional morphemes. As a bonus, this account provides an improved model explaining the phenomenon that the V de result construction can have multiple readings.
Funding source: The National Social Science Fund of China
Award Identifier / Grant number: 21BYY152
The definitions of the theoretical tools are based on those in Kempson et al. (2001), Cann et al. (2005), and Gregoromichelaki (2006).
Term types:
e: individual entity (or general entity)
es: situation entity
eext: extent entity
t: proposition
Functor types:
X 2→X 1 (For i∈{1, 2, …, n}, X i is a term type): one-place predicate
X 3→(X 2→X 1) (For i∈{1, 2, …, n}, X i is a term type): two-place predicate
X 4→(X 3→(X 2→X 1)) (For i∈{1, 2, …, n}, X i is a term type): three-place predicate
Operators indicating structure relationships between tree nodes:
⟨ ⟩ is the existential operator, meaning ‘there exists a node that …’
[ ] is the universal operator, meaning ‘all nodes that …’
⟨↑⟩: the mother node of the current node
⟨↓⟩: the daughter node of the current node
[↓]: all nodes below the current node
Numerals 0 indicating an argument and 1 indicating a functor:
⟨↑0⟩: the mother node of a current argument node
⟨↑1⟩: the mother node of a current functor node
⟨↓0⟩: the daughter argument node of a current node
⟨↓1⟩: the daughter functor node of a current node
Tree node modalities combined for illustration:
⟨↑0⟩⟨↑0⟩: the grandmother node of a current argument node
⟨↑0⟩⟨↓1⟩: the functor sister daughter node of a current argument node
Operators representing procedural actions:
MAKE(): creating a new node
GO (): moving the pointer to some node from a current node
PUT (): annotating a current node with some information
ABORT: terminating a parsing process
General deductive rules:
LOCAL *ADJUNCTION
IF | Tn(n), ?t |
THEN | MAKE(⟨↓*⟩⟨↓0⟩); |
GO(⟨↓*⟩⟨↓0⟩); PUT(⟨↑0⟩⟨↑*⟩Tn(n), ?∃x.Tn(x), ?e) |
|
ELSE | ABORT |
|
|
*ADJUNCTION | |
|
|
IF | Tn(n), ?t |
THEN | MAKE(⟨↓*⟩); |
GO(⟨↓*⟩); PUT(⟨↑*⟩Tn(n), ?∃x.Tn(x), ?e) | |
ELSE | ABORT |
|
|
THINNING | |
|
|
IF | α:X, ?X (where X is a type) |
THEN | α:X |
ELSE | ABORT |
|
|
COMPLETION | |
|
|
IF | α:X (where X is a type) |
THEN | GO(⟨↑ i ⟩); PUT(⟨↓ i ⟩α:X) (where i = 0 or 1) |
ELSE | ABORT |
|
|
ELIMINATION | |
|
|
IF | ⟨↓0⟩α:X, ⟨↓1⟩β:X→Y (where X, Y and X→Y are types) |
THEN | β(α):Y, ⟨↓0⟩α:X, ⟨↓1⟩X→Y |
ELSE | ABORT |
|
|
UNIFICATION | |
|
|
IF | ⟨↑*⟩Tn(n),?∃x.Tn(x), α:X∧⟨MOD⟩Tn(n),?X (where MOD is a composition of fully specified tree node modality operators and X is a type) |
THEN | ⟨MOD⟩Tn(n), α:X |
ELSE | ABORT |
-
Research funding: This work was funded by The National Social Science Fund of China (Award No.: 21BYY152).
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© 2024 Walter de Gruyter GmbH, Berlin/Boston
Artikel in diesem Heft
- Frontmatter
- Research Articles
- Metaphors across cultures
- Complexity trade-off in morphosyntactic module: suggestions from Japanese dialects
- The syntactic variety and semantic unity of the V de resultative construction in Mandarin Chinese
- A multi-dimensional analysis of corporate blogs
Artikel in diesem Heft
- Frontmatter
- Research Articles
- Metaphors across cultures
- Complexity trade-off in morphosyntactic module: suggestions from Japanese dialects
- The syntactic variety and semantic unity of the V de resultative construction in Mandarin Chinese
- A multi-dimensional analysis of corporate blogs