Symmetry And Group

(2, 3, k)-generated groups of large rank - download pdf or read online

By Lucchini A.

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Gianni ritiene queste sue foto di Maria [la causa della Gianni considers these his pictures of Maria the cause of-the rivolta]. riot b. *Gianni ne ritiene queste sue foto di Maria [la Gianni of-it considers these his pictures of Maria the causa t]. cause This precludes the possibility that the blocking of cliticization is inherently related to the predicative status of lo (and the fact that it is not in¯ected); rather, it must be a genuine structural fact. As it turns out, then, we have eliminated the apparent counterexample to Dynamic Antisymmetry in (17): there is no need for either noun phrase in the complement of a believe-type verb to be moved (across the verb), because a complement of a believe-type verb does not constitute a point of symmetry.

In fact, the essential idea we want to adopt should be intuitively clear. For any given unordered pair — and ˜, we want Merge to be able to yield two distinct types of output: it can either asymmetrically project either — or ˜ (in complement and adjunct structures) or not project at all (in small clause structures). In both cases, again, the essential properties of Merge are preserved: ®rst, the output does not add extra infor- 38 Chapter 3 mation; second, the output contains no mixed labels. However, one could also try to implement this idea within the formalism in (2).

Compelling evidence to the contrary,'' Kayne writes, ``I conclude that the LCA does underlie the entire set of syntactic representations and therefore that every syntactic representation is automatically associated with a ®xed linear ordering of its terminal symbols'' (1994, 49). In other words, Kayne considers the LCA as a pervasive condition on syntactic representations, which is so far indirectly motivated. Whether or not this view is empirically adequate is the topic of the next section and will constitute the central issue of this work.

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(2, 3, k)-generated groups of large rank by Lucchini A.


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