Object agreement in ditransitive constructions
András Bárány
SOAS University of London
Object agreement in ditransitive constructions - - PowerPoint PPT Presentation
andras.barany@soas.ac.uk Object agreement in ditransitive constructions http://andras.barany.at/mad-ditransitives/ Andrs Brny SOAS University of London Multiple Agreement across Domains Zentrum fr Allgemeine Sprachwissenschaft,
SOAS University of London
introduction: alignment in ditransitives
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introduction: alignment in ditransitives
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introduction: alignment in ditransitives
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introduction: alignment in ditransitives
[Hungarian]
[Amharic]
(Baker 2012: 261)
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introduction: alignment in ditransitives
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introduction: alignment in ditransitives
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alignment patterns
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alignment patterns
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alignment patterns
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alignment patterns
(Baker 2012: 261)
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alignment patterns
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alignment patterns
(Deal 2013: 396)
(Deal 2013: 397)
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alignment patterns
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explaining the gap
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explaining the gap
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explaining the gap
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explaining the gap
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explaining the gap
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apparent exceptions
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apparent exceptions
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apparent exceptions
[Chukchi]
(Dunn 1999: 207)
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apparent exceptions
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apparent exceptions
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apparent exceptions
[Itelmen]
(Bobaljik & Wurmbrand 2002: 15)
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apparent exceptions
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apparent exceptions
[Bembe]
(Iorio 2015: 106)
(Iorio 2015: 105)
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apparent exceptions
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apparent exceptions
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analogues in monotransitives
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analogues in monotransitives
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analogues in monotransitives
[Dzamba]
(Henderson 2011: 743)
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conclusions
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conclusions
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Abbreviations 1 = first person, 2 = second person, 3 = third person, a = agent-like argument
emph = emphatic, ep = epenthetic vowel, erg = ergative, f = feminine, fut = future, gen = gen- itive, hab = habitual aspect, imprs = impersonal, inv = inverse, ipfv = imperfective, loc = loc- ative, m = masculine, nom = nominative, obj = object, obl = oblique, om = object marker, p = patient-like argument of a canonical transitive verb, pfv = perfective, pl = plural, prs = present, pst = past, r = recipient-like internal argument of a ditransitive verb, rem = remote, sbj = subject, sg = singular, sm = subject marker, t = theme- or patient-like internal argument
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◗ Baker, MC. 2012. On the relationship of object agreement and accusative case: Evidence from Amharic. LI 43(2). 255–274. ◗ Beck, S & K Johnson. 2004. Double objects again. LI 35(1). 97–123. ◗ Blake, BJ. 2001. Case. CUP. ◗ Bobaljik, JD. 2008. Where’s phi? In D Harbour, D Adger & S Béjar (eds.), Phi theory, 295–328. OUP. ◗ Bobaljik, JD & S Wurmbrand. 2002. Notes on agreement in Itelmen. Linguistic Discovery 1(1). ◗ Caha, P. 2009. The nanosyntax
391–432. ◗ Deal, AR. 2015. Interaction and satisfaction in φ-agreement. In T Bui & D Özyıldız (eds.), NELS 45, 1–14. ◗ Dryer, MS. 1986. Primary objects, secondary objects, and
University PhD dissertation. ◗ Haddican, B & A Holmberg. 2018. Object symmetry effects in Germanic. NLLT. ◗ Hamilton, MD. 2017. Ditransitive constructions and possessor raising in Mi’gmaq. In M Macaulay & M Noodin (eds.), Papers of the forty-sixth Algonquian conference, 81–100. Michigan State University Press. ◗ Haspelmath, M. 2005. Argument marking in ditransitive alignment types. Linguistic Discovery 3(1). 1–21. ◗ Henderson, B.
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M Sheehan & J van der Wal. 2018. Movement from the double object construction is not fully symmetrical. LI. ◗ Iorio, DE. 2015. Subject and object marking in Bembe. Newcastle University dissertation. ◗ Jerro, K. 2018. Ingestive verbs, causatives, and object symmetry in Lubukusu. LI. ◗ Malchukov, AL, M Haspelmath & B Comrie (eds.). 2010. Studies in ditransitive constructions. De Gruyter. ◗ Miyagawa, S. 2010. Why agree? Why move? MIT
the distribution of ergative and accusative patterns. Lingua 45(3–4). 233–279. ◗ Oehrle, RT.
Oxford, W. 2018. Inverse marking and Multiple Agree in Algonquin. NLLT. ◗ van der Wal, J. to appear. The AWSOM correlation in comparative Bantu object marking. In K Hartmann, J Mursell & PW Smith (eds.), Agree to agree. Language Science Press.
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Non-indirective case Indirective case Non-indirective agreement 23 4 Indirective agreement 10
Table 1 Case/agreement alignment in languages with one instance of object agreement from Dryer (1986), Haspelmath (2005), Malchukov, Haspelmath & Comrie (2010)
Fisher's Exact Test for Count Data data: unchecked p-value = 2.874e-06 alternative hypothesis: true odds ratio is not equal to 1 95 percent confidence interval: 7.956302 Inf sample estimates:
Inf
Listing 1 Fisher’s exact test on data from Table 1
ICIA ICSA SCSA SCIA NCSA NCIA Alutor (Alutor) Chintang Cree (Plains) (Chintang) Apurinã Amharic Greenlandic (West) Huichol Chukchi (Chukchi) Kham Itonama Hungarian Khanty (Eastern) Jaminjung Ika Khanty (Northern) Mapudungun Itelmen (Itelmen) Mansi (Northern) Motuna Lango Nez Perce Nahuatl (Huasteca) Tundra Nenets Nlaka’pamux Ojibwe Ket Selkup Palauan Wari’ Teop Yup’ik Tzotzil Wambaya Wampis Zulu (Zulu)
Table 2 Languages I checked for case and agreement alignment