2016
DOI: 10.1111/synt.12118
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Agreement at PF: An Argument from Partial Control

Abstract: Controlled null subjects (PRO) are semantically bound variables that bear morphological features. In certain environments of partial control, the morphological φ-features (specifically, [person]) and the semantic value of PRO diverge. A natural explanation of the fact that the [person] feature of PRO is uninterpreted is that it is assigned at PF. Given that this feature participates in agreement relations, we conclude that agreement must be (optionally or exclusively) a PF phenomenon.

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Cited by 24 publications
(26 citation statements)
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“…In particular, Landau proposes that partial control comes about via an associative morpheme “AM” (following Madigan ) that affixes to v, so that the relevant portion of (20) has the structure indicated in (21) (see Landau :99). A question that Landau () recognizes but explicitly abstracts away from is why some control predicates enable partial control but others do not. In the context of the AM approach to partial control, this means asking: what principles constrain the distribution of AM?…”
Section: The Group‐operator Analysis Of Partial Controlmentioning
confidence: 99%
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“…In particular, Landau proposes that partial control comes about via an associative morpheme “AM” (following Madigan ) that affixes to v, so that the relevant portion of (20) has the structure indicated in (21) (see Landau :99). A question that Landau () recognizes but explicitly abstracts away from is why some control predicates enable partial control but others do not. In the context of the AM approach to partial control, this means asking: what principles constrain the distribution of AM?…”
Section: The Group‐operator Analysis Of Partial Controlmentioning
confidence: 99%
“…In the context of the AM approach to partial control, this means asking: what principles constrain the distribution of AM? See Landau :n. 14 for an extensive list of previous works that deal with the distribution of partial control; here and in what follows I will not be concerned with this question.
…”
Section: The Group‐operator Analysis Of Partial Controlmentioning
confidence: 99%
See 3 more Smart Citations