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The Dative – an Oblique Case

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Such a solution makes clear predictions about the syntactic behavior of dative objects:<br />

a) uniform unmarked order of the arguments (NOM > DAT > ACC)<br />

b) equal syntactic behavior of dative <strong>an</strong>d accusative objects<br />

c) equal mode of thematic interpretation for the 3 arguments<br />

As will be outlined in this paper, each of these three claims about dative objects has to face<br />

strong counter-evidence:<br />

ad a) the unmarked order of Germ<strong>an</strong> dative <strong>an</strong>d accusative objects varies, depending on<br />

on a variety of conceptual constraints.<br />

ad b) dative objects, in contrast to accusatives, c<strong>an</strong>not serve as A-binders <strong>an</strong>d are<br />

extraction isl<strong>an</strong>ds.<br />

ad c) Germ<strong>an</strong> has ‘free’ dative objects that have a thematic interpretation which is<br />

independent of the verb <strong>an</strong>d other syntactic predicates <strong>–</strong> this never occurs with<br />

nominative <strong>an</strong>d accusative.<br />

<strong>The</strong> conclusion we will draw is therefore that the treatment of Germ<strong>an</strong> dative objects<br />

illustrated in (1.) is not adequate <strong>–</strong> while it appears to be defensible for nominative <strong>an</strong>d<br />

accusative.<br />

Our own proposal will be that Germ<strong>an</strong> dative objects, showing clear A'-properties, have to be<br />

treated as syntactic adjuncts. <strong>The</strong>y surface, where they are inserted <strong>an</strong>d do not need to<br />

undergo movement. <strong>The</strong>y are only sem<strong>an</strong>tic arguments. We thus revive the traditional case<br />

theoretic distinction between structural <strong>an</strong>d oblique case.<br />

This paper is org<strong>an</strong>ized as follows: the first section discusses word order facts in the Germ<strong>an</strong><br />

middlefield. <strong>The</strong> second section shows that Germ<strong>an</strong> dative objects have A'-properties. Section<br />

3 tries to explain the behavior of dative objects w.r.t. <strong>an</strong>aphora binding with a slightly modified<br />

version of Reinhart <strong>an</strong>d Reul<strong>an</strong>d’s (1993) binding theory. <strong>The</strong> final section discusses the<br />

consequences of our findings, especially for case theory <strong>an</strong>d the concept of markedness.<br />

1. <strong>The</strong> ‘Base Position’ of Germ<strong>an</strong> <strong>Dative</strong> Objects<br />

We first w<strong>an</strong>t to take a closer look at what has been called ‘the possible base positions of<br />

Germ<strong>an</strong> dative objects’. Germ<strong>an</strong> clauses seem to show free constituent order in the middlefield<br />

(cf. 2.). On the other h<strong>an</strong>d, only sentence (2.a) is neutral with respect to focus. With neutral<br />

stress (Jacobs 1992, 1993) (2.a) is the best vari<strong>an</strong>t in a neutral context; it c<strong>an</strong> have global focus<br />

(Féry 1993) or maximal focus spreading (cf. Höhle 1982; Uhm<strong>an</strong>n 1987, Stechow/Uhm<strong>an</strong>n<br />

1986). <strong>The</strong>refore, it is <strong>an</strong> optimal <strong>an</strong>swer to a question like “what happened?” <strong>an</strong>d also to<br />

questions on <strong>an</strong>y of the constituents. (2.a) is claimed to be the unmarked word order. <strong>The</strong> only<br />

DP-movement that might have taken place in this case, is movement to case positions. 1<br />

2. a. Es hat ein Junge einem Mädchen ein Buch gegeben<br />

It has a boy-NOM a girl-DAT a book-ACC given<br />

b. Es hat ein Junge ein Buch einem Mädchen gegeben<br />

c. Es hat ein Buch ein Junge einem Mädchen gegeben<br />

d. Es hat ein Buch einem Mädchen ein Junge gegeben

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