English partitives in Functional Discourse Grammar: types and constraints
Paper · 2017 · Evelien Keizer
Summary
The paper asks why some English partitives (one of the boxes, some of the cake) are acceptable while others (one of both books, many of objections) are not. It also asks how these restrictions relate to the construction's internal structure. Earlier work treated those two questions separately. Keizer instead sorts partitives along two dimensions: whether the matrix NP denotes a set, and whether the heads of the matrix and embedded NPs are co-denotational. This yields four subtypes. Using authentic examples from BNC, COCA and the Internet, she shows that the well-known restrictions on the embedded NP affect only the two co-denotational subtypes, and that the restrictions follow from that shared-head relation. Partitives therefore need no special syntax: they are ordinary "N + of-PP" noun phrases with a particular head relation. The analysis is formalised in Functional Discourse Grammar (FDG), whose separate pragmatic, semantic and morphosyntactic levels can encode each subtype. This matters because it replaces a long series of ad hoc constraints with one principled explanation.
Key points
- The four partitive subtypes are subset-set, submass-mass, member-collection (one of the couple/crowd) and portion-entity (some of the book). They are defined by the ±set and ±co-denotational parameters.
- Earlier constraints all proved too strong or too weak when checked against corpus data:
- Selkirk's (1977) Partitive Recursion Constraint required a definite, non-partitive embedded NP.
- Ladusaw (1982) required specific reference.
- Reed proposed discourse-pragmatic accounts.
- Attested examples such as one of only a few middle-class… students and one of any possible environmental ethics show that non-specific indefinite embedded NPs occur naturally.
- In FDG, the contrast between one of both books (bad) and one of the two books (fine) is handled by explicit marking. Both carries a distributive operator in underlying structure. With the two, distributivity is only a matter of interpretation.
- An abstract, lexically empty head is used for several cases:
- impersonal one;
- the split between anyone (+Hum) and anything (–Anim);
- the split between the pronoun anyone and the quantifier-plus-pronoun any one;
- pronominal partitives like many of us, where no noun can be restored because the embedded pronoun assigns no property.
Interesting ideas
- I1. Classify a construction by a small set of binary features, then test whether a known restriction holds only within certain feature cells; this localises constraints instead of patching a global rule.
- I2. Treat partitives as ordinary N + of-PP phrases and locate the difference in the head relation rather than in special syntax; this keeps the grammar small.
- I3. Distinguish distributivity that is coded in the form (both) from distributivity that is merely inferred (the two); this explains acceptability contrasts that semantic similarity alone cannot.
- I4. Represent pronouns as abstract heads carrying only coarse features (+Hum, –Anim) and an operator; this separates anyone from any one and explains why many of us has no restorable head noun.
- I5. Use attested corpus examples to test constraints that earlier work justified with invented starred sentences; claimed ungrammatical forms (one of the crowd) often turn out to be acceptable.
For Mova
How these ideas could serve Mova, our small open language model — its files, stages and tests:
- I1 (tree): Partitive "N of NP" attachments could carry a subtype label from these two features, so the parser or a repair rule applies determiner checks only to co-denotational cases.
- I2 (world): When building entities, one of the boxes can create a new entity linked by a subset relation to the set entity "the boxes", reusing the same machinery as other of-PPs.
- I3 (frames): Frame and coreference logic can keep a "coded distributive" flag separate from an "inferred distributive" one, which helps decide plural-versus-individual readings of predicates.
- I4 (world): Indefinite and partitive pronouns can map to entity templates with feature restrictions instead of lexical types, making their resolution explainable.
- I5 (learn): Evaluation sets with negative controls should draw "bad" cases from data-checked judgments, so the system is not trained to reject real usage.
Institutions
Fields, topics and concepts
📚 Shelves 4The field of science this work belongs to (OpenAlex fields).Arts and Humanities · 16,039 worksLanguage and Linguistics · 15,891 worksPsychology · 1,552 worksDevelopmental and Educational Psychology · 499 works
🧭 Topics 2Research subjects and languages the work is about.English · 2,263 worksDiscourse analysis · 466 works
Cite
Cite as Evelien Keizer. 2017. English partitives in Functional Discourse Grammar: types and constraints. Glossa: a journal of general linguistics.
@article{keizer2017english,
title = {{English partitives in Functional Discourse Grammar: types and constraints}},
author = {Evelien Keizer},
journal = {Glossa: a journal of general linguistics},
year = {2017},
doi = {10.5334/gjgl.11},
url = {https://doi.org/10.5334/gjgl.11}
}References
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- How to cite this article: Keizer, Evelien. 2017. English partitives in Functional Discourse Grammar: types and constraints. Glossa: a journal of general linguistics 2(1): 16. 1–40, DOI: https://doi.org/10.5334/gjgl.11 ↗
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