1992
DOI: 10.1017/s0008413100021952
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Cross-Linguistic Evidence for Number Phrase

Abstract: In this paper I provide cross-linguistic evidence for a functional projection between D and NP, which I call “Number Phrase” (NumP). In a full noun phrase, the head of this projection is, among other things, the locus of number specification (singular or plural) of a noun phrase. Pronominal noun phrases are distinguished from full noun phrases by the fact that they lack a lexical projection, i.e., they lack a NP. The existence of two distinct functional categories predicts the existence of at least two classes… Show more

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Cited by 149 publications
(69 citation statements)
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“…Cardinal numerals, those that serve the purpose of counting, are derived from individualdenoting numbers, type n. Structurally, numbers occupy the specifier of the functional projection M(easure)P (Hurford 1987); MP projects between NP and DP as in (6) (Ritter 1992).…”
Section: Scontras's (2013) Proposalmentioning
confidence: 99%
“…Cardinal numerals, those that serve the purpose of counting, are derived from individualdenoting numbers, type n. Structurally, numbers occupy the specifier of the functional projection M(easure)P (Hurford 1987); MP projects between NP and DP as in (6) (Ritter 1992).…”
Section: Scontras's (2013) Proposalmentioning
confidence: 99%
“…Ritter 1991Ritter , 1992, by Baker's (1985) Mirror Principle PossP is lower in the structure than NumP. d. csont-ja-i-nk-at bone-POSS-PL-1PL-ACC 'our bones' e. csont-ja-i-tok-at bone-POSS-PL-2PL-ACC 'your bones' f. csont-ja-i-k-at bone-POSS-PL-3PL-ACC 'their bones' 4 When the possessed noun is morphologically singular, the Num head has no overt exponent, so the possessedness marker -ja/-je/-a/-e and the agreement suffix end up being adjacent.…”
Section: Possessive Morphology In Hungarianmentioning
confidence: 99%
“…I assume that there is some variation between languages (and perhaps even within languages) with respect to whether or not a particular feature projects. So, for example, in some languages a number feature projects a functional projection NumP, whereas in others it does not (Ritter 1992). If the number feature does not project, then by hypothesis it should appear on the same head as the person feature, in the configuration licensed by the geometry.…”
Section: Licensed Configurationsmentioning
confidence: 97%