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Linguistics and Philosophy

, Volume 38, Issue 3, pp 237–267 | Cite as

Why indefinites can escape scope islands

  • Edgar OneaEmail author
Research Article

Abstract

One of the big questions about indefinites is why they can escape scope islands (Fodor and Sag, in Linguist Philos 5:355–398, 1982). In the recent approach of Brasoveanu and Farkas (Linguist Philos 34(1):1–55, 2011) scopal relations with syntactically dominating quantifiers are hard wired into the semantic definition of the existential quantifier, which immediately explains why the semantic scope of indefinites may exceed their syntactic scope. In this paper, I argue for the revival of an alternative approach which places the explanatory burden on the idea that indefinites are essentially referential expressions, similar to definites, and not plain existential quantifiers. I propose one fully explicit variant of such theories and argue that it comes with a number of conceptual and empirical advantages over competing theories.

Keywords

Indefinites Scope islands Quantification Compositionality Specificity 

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References

  1. Abusch D. (1994) The scope of indefinites. Natural Language Semantics 2: 83–135CrossRefGoogle Scholar
  2. Alonso-Ovalle L., Menéndez-Benito P. (2013) Two views on epistemic indefinites. Language and Linguistics Compass 7: 105–122CrossRefGoogle Scholar
  3. Beaver, D. (2001). Presupposition and assertion in dynamic semantics. Stanford, CA: CLSI Publications.Google Scholar
  4. Beaver D, Krahmer E. J. (2001) A partial account of presupposition projection. Journal of Logic, Language and Information 20: 147–182CrossRefGoogle Scholar
  5. Bende-Farkas, A., & Kamp, H. (2001). Indefinites and binding: From specificity to incorporation. Lecture notes (revised version) for 13th ESSLLI, Helsinki.Google Scholar
  6. Brasoveanu A., Farkas D. (2011) How indefinites choose their scope. Linguistics and Philosophy 34: 1–55CrossRefGoogle Scholar
  7. Büring, D. (2005). Binding theory. Cambridge: Cambridge University Press.Google Scholar
  8. Chiearchia, G. (2001). A puzzle about indefinites. In G. C. C. Cecchetto & M. T. Guasti (Eds.), Semantic interfaces (pp. 51–89). Stanford: CSLI Publications.Google Scholar
  9. Coppock, E., & Beaver, D. (2012). Weak uniqueness: The only difference between definites and indefinites. In A. Chereches (Ed.), Proceedings of semantics and linguistic theory (SALT) 22 (pp. 527–544). Ithaca, NY: CLC Publications (eLanguage).Google Scholar
  10. Cresti, D. (1995). Indefinite topics. Ph.D. Thesis, MIT.Google Scholar
  11. Dekker P. (2004) The pragmatic dimension of indefinites. Research on Language and Computation 2: 365–399CrossRefGoogle Scholar
  12. Endriss, C. (2009). Quantificational topics—A scopal treatment of exceptional wide scope phenomena. Studies in linguistics and philosophy. Dordrecht: Springer.Google Scholar
  13. Farkas, D. (1994). Specificity and scope. In L. Nash & G. Tsoulas (Eds.), Langues et Grammaire 1 (pp. 119–137). Paris: John Benjamins.Google Scholar
  14. Fodor J. D., Sag I. A. (1982) Speaker’s reference and quantificational indefinites. Linguistics and Philosophy 5: 355–398CrossRefGoogle Scholar
  15. Geurts, B. (2010). Indefinites, presupposition, and scope. In R. Bäuerle & T. E. Zimmermann (Eds.), Presuppositions and discourse (pp. 125–158). Oxford: Elsevier.Google Scholar
  16. Geurts, B., & van der Sandt, R. (1999). Domain restriction. In P. Bosch & R. van der Sandt (Eds.), Focus linguistic, cognitive and computational perspectives (pp. 268–292). Cambridge: Cambridge University Press.Google Scholar
  17. Groenendijk, J., Stokhof, M. (1984). Studies on the semantics of questions and the pragmatics of answers. Ph.D. Thesis, University of Amsterdam.Google Scholar
  18. Groenendijk, J., & Stokhof, M. (1989). Dynamic Montague grammar. In Papers from the second symposium on logic and language (pp. 3–48). Budapest: Akademiai Kiadoo.Google Scholar
  19. Grønn A., Sæbø K.-J. (2012) A, The, Another: A game of same and different. Journal of Logic, Language and Information 21: 75–95CrossRefGoogle Scholar
  20. Hamblin, C. (1973). Questions in Montague English. Foundations of Language, 10, 41–53.Google Scholar
  21. Heim, I. (1982). The semantics of definite and indefinite noun phrases. Ph.D. Thesis, University of Massachusetts.Google Scholar
  22. Heim, I. (1983). On the projection problem for presupposition. In Proceedings of the WCCFL 2 (pp. 114–125). Stanford: CSLI Publications.Google Scholar
  23. Heim, I. (2011). Definiteness and indefiniteness. In K. von Heusinger, C. Maienborn, & P. Portner (Eds.), Semantics. HSK (Vol. 33, pp. 996–1025). Berlin: de Gruyter.Google Scholar
  24. Heim, I., & Kratzer, A. (1998). Semantics in generative grammar. Oxford: Blackwell.Google Scholar
  25. Hintikka, J. (1973). Logic, language games and information. Oxford: Clarendon Press.Google Scholar
  26. Hintikka J. (1986) The semantics of a certain. Linguistic Inquiry 17(2): 331–336Google Scholar
  27. Hodges W. (1997) Compositional semantics for a language of imperfect information. Logic Journal of the IGPL 5: 539–563CrossRefGoogle Scholar
  28. Ionin T. (2010) The scope of indefinites: An experimental investigation. Natural Language Semantics 18: 295–350CrossRefGoogle Scholar
  29. Jäger, G. (2007). Partial variables and specificity. In U. Sauerland & D. Penka (Eds.), Presupposition and implicature in compositional semantics (pp. 121–162). Basingstoke: Palgrava-McMillan.Google Scholar
  30. Jäger, G. (2010). The proof theory of partial variables. In T. Hanneforth & G. Fanselow (Eds.), Language and logos. Studies in theoretical and computational linguistics (pp. 190–201). Berlin: Akademie Verlag.Google Scholar
  31. Kamp, H. (1981). A theory of truth and semantic representation. In J. Groenendijk & M. Stokhoff (Eds.), Formal methods in the study of language (pp. 277–322). Amsterdam: Mathematical Centre, Tract 135.Google Scholar
  32. Kamp, H., & Reyle, U. (1993). From discourse to logic. Dordrecht: Kluwer.Google Scholar
  33. Kamp, H., van Genabith, J., & Reyle, U. (2011). Discourse representation theory. In D. Gabbay & F. Guenthner (Eds.), Handbook of philosophical logic (Vol. 15, pp. 125–394). Dordrecht: Springer.Google Scholar
  34. Karttunen L. (1974) Presuppositions and linguistic context. Theoretical Linguistics 1: 181–194CrossRefGoogle Scholar
  35. King J. (1988) Are indefinite descriptions ambiguous?. Philosophical Studies 53: 417–440CrossRefGoogle Scholar
  36. Kratzer, A. (1998). Scope or pseudo-scope? Are there wide-scope indefinites? In S. Rothstein (Ed.), Events in grammar (pp. 163–196). Dordrecht: Kluwer.Google Scholar
  37. Kratzer, A. (2003). A note on choice functions in context. Amherst, Manuscript.Google Scholar
  38. Kratzer, A., & Shimoyama, J. (2002). Indeterminate phrases. The view from Japanese. In Y. Otsu (Ed.), Proceedings of the third Tokyo conference on psycholinguistics (pp. 1–25). Tokyo: Hituzi Siobo.Google Scholar
  39. Matthewson L. (1999) On the interpretation of wide-scope indefinites. Natural Language Semantics 7: 79–134CrossRefGoogle Scholar
  40. Muskens, R. (1994). A compositional discourse representation theory. In P. Dekker & M. Stokhof (Eds.), Proceedings of the ninth Amsterdam colloquium (pp. 467–486). Amsterdam: ILLC.Google Scholar
  41. Onea, E. (2013). Indefinite donkeys on islands. In T. Snider (Ed.), Proceedings of SALT 23 (pp. 493–513). eLanguage.Google Scholar
  42. Onea E., Geist L. (2011) Indefinite determiners and the pragmatics of referential anchoring. International Review of Pragmatics 3: 194–227CrossRefGoogle Scholar
  43. Poesio, M. (1996). Semantic ambiguity and perceived ambiguity. In K. van Deemter & S. Peters (Eds.), Semantic ambiguity and underspecification (pp. 159–202). Stanford, CA: CSLI Publications.Google Scholar
  44. Reinhart, T. (1995). Interface strategies. OTS Working Papers in Linguistics. Utrecht: Utrecht Institute of Linguistics.Google Scholar
  45. Reinhart T. (1997) Quantifier scope: How labour is divided between QR and choice functions. Linguistics and Philosophy 20: 335–397CrossRefGoogle Scholar
  46. Rooth M. (1992) A theory of focus interpretation. Natural Language Semantics 1(1): 75–116CrossRefGoogle Scholar
  47. Sæbø, K. J. (2013). Reports of specific indefinites. Journal of Semantics, 30, 267–314.Google Scholar
  48. Sandu G. (1993) On the logic of informational independence and its applications. Journal of Philosophical Logic 22: 29–60CrossRefGoogle Scholar
  49. Schwarz, B. (2001). Two kinds of long-distance indefinites. McGill, Manuscript.Google Scholar
  50. Schwarzschild R. (2002) Singleton indefinites. Journal of Semantics 19: 289–314CrossRefGoogle Scholar
  51. Simons, M., Tonhauser, J., Beaver, D., & Roberts, C. (2011). What projects and why. In N. Li & D. Lutz (Eds.), Proceedings of SALT 20, E-Language (pp. 309–327).Google Scholar
  52. Steedman, M. (2007). Surface-compositional scope-alternation without existential quantifiers. Edinburgh, Manuscript.Google Scholar
  53. Szabolcsi, A. (2010). Quantification. Research surveys in linguistics. Cambridge: Cambridge University Press.Google Scholar
  54. Tonhauser, J., Beaver, D., Roberts, C., & Simons, M. (2013). Toward a taxonomy of projective content. Language, 89(1), 66–109.Google Scholar
  55. van der Sandt, R. (1992). Presupposition projection as anaphora resolution. Journal of Semantics, 9, 333–377.Google Scholar
  56. von Fintel K. (2008) What is presupposition accommodation again?. Philosophical Perspectives 22(1): 137–170CrossRefGoogle Scholar
  57. von Heusinger, K. (1997). Salienz und Referenz. Der Epsilonoperator in der Semantik der Nominalphrase und anaphorischer Pronomen. Studia Grammatica (Vol. 43). Berlin: Akademie Verlag.Google Scholar
  58. von Heusinger, K. (2002a). Relative specificity. In G. Katz, S. Reinhard, & P. Reuter (Eds.), Sinn und Bedeutung 6. Proceedings of the Sixth Meeting of the Gesellschaft für Semantik (pp. 115–131). Osnabrück: University of Osnabruck.Google Scholar
  59. von Heusinger, K. (2002b). Specificity and definiteness in sentence and discourse structure. Journal of Semantics, 19, 1–30.Google Scholar
  60. von Heusinger, K. (2011). Specificity. In K. von Heusinger, C. Maienborng, & P. Portner (Eds.), Semantics: An international handbook of natural language meaning (Vol. 2, pp. 1024–1057). Berlin: de Gruyter.Google Scholar
  61. von Heusinger, K., & Egli, U. (1993). Definite Kennzeichnungen als Epsilon-Ausdrücke. In G. Lüdi & C.-A. Zuber (Eds.), Akten des 4. Regionalen Linguistentreffens, Konstanz (pp. 105–115). Romanisches Seminar, Basel: Universität Basel.Google Scholar
  62. Winter Y. (1997) Choice functions and the scopal semantics of indefinites. Linguistics and Philosophy 20: 399–467CrossRefGoogle Scholar
  63. Yeom, J. (1998). A presuppositional analysis of specific indefinites. London: Garland Publishing.Google Scholar

Copyright information

© Springer Science+Business Media Dordrecht 2015

Authors and Affiliations

  1. 1.Courant Forschungszentrum “Textstrukturen”, Nachwuchsgruppe “Theoretische Linguistik”Georg-August-Universität GöttingenGöttingenGermany

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