Abstract
This paper contributes to the study of inflected reduplicating adpositional particle constructions by investigating their behavior under ellipsis. It will be shown that just like any separable particle, inflected reduplicating adpositional particles can be severed from the rest of the clause via the phenomenon of particle stranding and this phenomenon has properties that bear on the analysis of these constructions. The novel observations in the domain of ellipsis are predicted by some but not all approaches to inflected adpositional particle constructions, particularly they motivate rethinking some aspects of the syntactic approaches currently available.
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Notes
- 1.
Note also that it is not the case that all particle−verb combinations are fully convertible between the complex and the simplex strategy, e.g. nominal complements with a definite determiner sometimes fare poorly in the preverbal position (ib):
- 2.
Next to the H-class of inflecting particles, Surányi also designs a very similar analysis for inflecting U-class particles, in which the associate shows up in dative case, shown in (i). In this paper we put the U-class aside for reasons of space, yet many points to be made also carry over to U-particles as well.
- 3.
The LCA is a well-formedness condition defined on linearization statements (Chomsky 1995), which maps asymmetric c-command relations to linear structure. In the works cited here, multiple identical overt chain links are unlinearizable, as they provide conflicting linearization statements, as each copy both precedes and follows the other.
- 4.
Ellipsis bleeding verb movement has also been found in matrix sluicing in English: verb movement to C does not take place when the TP is elided. See for explanations Lasnik (1999), Merchant (2001), and for other constructions involving bleeding, van Craenenbroeck and Lipták (2008): An alternative possibility to derive the lack of verb movement out of the ellipsis site in particle stranding would be to say that the verb does move to C as in non-elliptical clauses, and ellipsis deletes the C’ constituent.
- 5.
The conclusion that ellipsis in particle stranding must take place before morphosyntactic reanalysis is compatible with various views on the timing of this ellipsis process. It would be compatible with the view that ellipsis happens in PF (Merchant 2001), necessarily before morphosyntactic reanalysis, or that ellipsis is implemented already in the syntactic component (Aelbrecht 2010; Baltin 2012). Alternatively, it is also compatible with the view that ellipsis blocks vocabulary insertion (Bartos 2001): if the verb does not receive an exponent via vocabulary insertion, morphosyntactic reanalysis between the particle and the verb cannot obtain.
- 6.
The simplified approach presented in (27) would nevertheless bring up the question why partial deletion is allowed to begin with. As Nunes (2004) states, partial deletion, operating with more steps of deletion than full copy deletion, is only allowed as a form of Chain Reduction if full copy deletion would violate additional requirements. Since full copy deletion is in principle allowed in derivations like (i), the account in (27) would have to state that partial deletion must be freely available as an option next to full copy deletion — possibly because the two strategies do not compete in this sense as they differ in subtle aspects of meaning or information structure.
- 7.
It is an interesting question in what precise way ellipsis interacts with the formation of the multiple copy chain and whether the step of morphosyntactic reanalysis is not missing due to the ellipsis process itself. As an anonymous reviewer remarks, if ellipsis applies before linearization in (26), it can potentially remove the postverbal copy in the same chain, thus saving the particle-copy from any linearization-related effect that can be detrimental to its surfacing overtly. If this is possible, multiple copy formation should be possible without morphosyntactic reanalysis taking place, and this would not interfere with the formation of the chain headed by the dislocated topic (which can be taken to head its own chain). I leave the viability of this approach for future research, noting only that under this scenario, it is not clear why ordinary particle-stranding, unaccompanied by topics, cf. (20–22), always features a partially deleted copy to begin with. If the lower copy is fully removed via ellipsis, the need for partial deletion disappears and we would expect a full copy in the preverbal slot, such as (i) in fn. 6.
- 8.
The precise definition of e-givenness is as follows:
-
(a)
A constituent α can be deleted only if α is e-given.
-
(b)
An expression E counts as e-given iff E has a salient antecedent A and, modulo ∃-type shifting, (i) A entails the F-closure of E and (ii) E entails the F(ocus)-closure of A.
-
(c)
The F-closure of α is the result of replacing F-marked parts of α with ∃-bound variables of the appropriate type (modulo ∃-type shifting).
-
(d)
∃-type shifting is a type-shifting operation that raises expressions to type < t > and existentially binds unfilled arguments.
-
(a)
- 9.
The opposite situation in which a simplex strategy antecedes a complex one is similarly ill-formed:
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Acknowledgements
I thank Lisa Cheng, Güliz Güneş and Andrés Saab for discussions on the material presented in this paper, two anonymous reviewers for excellent comments and to István Kenesei for calling my attention to many identity mismatches in particle stranding in 2011. This research was supported by NWO (Netherlands Organization for Scientific Research) via the Vrije Competitie grant Ellipsis licensing beyond syntax. All errors and shortcomings are mine.
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Lipták, A. (2018). Dissecting Adpositional Particle Constructions: Remarks from Ellipsis. In: Bartos, H., den Dikken, M., Bánréti, Z., Váradi, T. (eds) Boundaries Crossed, at the Interfaces of Morphosyntax, Phonology, Pragmatics and Semantics. Studies in Natural Language and Linguistic Theory, vol 94. Springer, Cham. https://doi.org/10.1007/978-3-319-90710-9_21
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