1.

Record Nr.

UNINA9910785865003321

Autore

Brosziewski Ulf

Titolo

Syntactic derivations [[electronic resource] ] : a nontransformational view / / Ulf Brosziewski

Pubbl/distr/stampa

Tùˆbingen, : M. Niemeyer, 2003

ISBN

3-11-095356-0

Edizione

[Reprint 2010]

Descrizione fisica

1 online resource (112 p.)

Collana

Linguistische Arbeiten, , 0344-6727 ; ; 470

Classificazione

ET 710

Disciplina

415

Soggetti

Phrase structure grammar

Grammar, Comparative and general - Syntax

Lingua di pubblicazione

Inglese

Formato

Materiale a stampa

Livello bibliografico

Monografia

Note generali

A revised version of the author's thesis (doctoral)--University of Cologne, 2000.

Nota di bibliografia

Includes bibliographical references (p. [97]-101).

Nota di contenuto

Front matter -- Overview -- 1. Introduction -- 2. Phrase Structure -- 3. Syntactic Derivations -- 4. Summary -- 5. References

Sommario/riassunto

This study investigates a model of syntactic derivations that is based on a new concept of dislocation, i.e., of 'movement' phenomena. Derivations are conceived of as a compositional process that constructs larger syntactic units out of smaller ones without any phrase-structure representations, as in categorial grammars. It is demonstrated that a simple extension of this view can account for dislocation without gap features, chains, or structural transformations. Basically, it is assumed that movement 'splits' a syntactic expression into two parts, which form a derivational unit but enter separately into the formation of larger constituents. The study shows that in this approach, if common assumptions about selection and licensing are added, a small and coherent set of axioms suffices to deduce fundamental syntactic generalizations that transformational theories express in terms of X-bar-Theory and various constraints on movement. These generalizations include, for example, equivalents to the C-Command Condition and the Head Movement Constraint, the 'structure-preserving' nature of dislocation, its 'economical' character, and elementary bounding principles.