2018
DOI: 10.1007/978-3-319-90710-9_9
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Local Operations Deriving Long-Distance Relations: Object Agreement in Hungarian and the Genitive of Negation in Polish

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Cited by 2 publications
(3 citation statements)
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“…First, Witkoś (1998) shows that the embedded constituent must be larger than VP because it could also include NegP: At this stage several options present themselves. One alternative, ultimately adopted independently in Błaszczak (2001), Witkoś (2008), and Ruda (2018), is to assume that the phase must be extended to accommodate (11):…”
Section: The Long Distance Gon and The Derivational Phasementioning
confidence: 99%
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“…First, Witkoś (1998) shows that the embedded constituent must be larger than VP because it could also include NegP: At this stage several options present themselves. One alternative, ultimately adopted independently in Błaszczak (2001), Witkoś (2008), and Ruda (2018), is to assume that the phase must be extended to accommodate (11):…”
Section: The Long Distance Gon and The Derivational Phasementioning
confidence: 99%
“…An alternative view of the LDGoN was recently presented in Ruda (2018), where what Witkoś (1998Witkoś ( , 2008 and Błaszczak (2001Błaszczak ( , 2008 take as a long distance relation holding between matrix NEG and the embedded verb plus the nominal object, is presented as a sequence of local Agree relations (a type of chain Agree) where every subjacent head bears feature [NEG]. Ruda analyses an example from Agree, Move and the scope of the phase impenetrability condition Przepiórkowski (2000: 5) where the nominal object is multiply embedded in infinitival structures and presents a representation analogous to ( 36 The head introducing [polarity: negation] (Σ) bears a valued interpretable [neg] feature and every subjacent head bears an unvalued instance of the same feature.…”
Section: J Witkośmentioning
confidence: 99%
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