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Eliminating Empty Categories

A Radically Minimalist View on Their Ontology and Justification

by Diego Gabriel Krivochen (Author) Peter Kosta (Author)
©2013 Monographs 203 Pages

Summary

This collaborative book has a twofold purpose. On the one hand, the authors present a new framework – Radical Minimalism. The development of such a framework, with a strong basis on mathematics and physics, was born out of the conviction that, if language is really a natural object, there is no a priori reason to study it in isolation from other natural systems. On the other hand, this work represents a significant simplification of the theory of displacement and so-called «empty categories» within the latest development of Chomsky’s Strong Minimalist Hypothesis, applying Occam’s razor and fulfilling Lakatos’ requirements for scientific evolution. Radical Minimalism thus accounts not only for the phenomena orthodox minimalism has explanations for, but also for empirical problems that have not yet been taken into consideration.

Details

Pages
203
Year
2013
ISBN (PDF)
9783653025927
ISBN (Hardcover)
9783631627280
DOI
10.3726/978-3-653-02592-7
Language
English
Publication date
2013 (July)
Keywords
Radical Minimalism pro-drop theory PRO Control sideward movement Chain Uniformity Phase Impenetrability Srambling wh Movement
Published
Frankfurt am Main, Berlin, Bern, Bruxelles, New York, Oxford, Wien, 2013. 203 pp.

Biographical notes

Diego Gabriel Krivochen (Author) Peter Kosta (Author)

Diego Gabriel Krivochen is assistant lecturer and researcher at the University of Potsdam, Slavistics Department. His recent publications include articles on theoretical Radical Minimalism and its applications, as well as co-authored papers on comparative syntax and semantics, and a monograph in this series. Peter Kosta is Chair and Full Professor of Slavic Linguistics at the Slavic Department of the University of Potsdam. He is author of monographs and articles on generative syntax, biolinguistics, theory of language, language typology and universals in natural languages.

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207 pages