Symmetrizing syntax : merge, minimality, and equilibria
著者
書誌事項
Symmetrizing syntax : merge, minimality, and equilibria
（Routledge studies in linguistics）
Routledge, 2022
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注記
Includes bibliographical references (p. [292]-312) and index
内容説明・目次
内容説明
Symmetrizing Syntax seeks to establish a minimal and natural characterization of the structure of human language (syntax), simplifying many facets of it that have been redundantly or asymmetrically formulated.
Virtually all past theories of natural language syntax, from the traditional X-bar theory to the contemporary system of Merge and labeling, stipulate that every phrase structure is "asymmetrically" organized, so that one of its elements is always marked as primary/dominant over the others, or each and every phrase is labeled by a designated lexical element. The two authors call this traditional stipulation into question and hypothesize, instead, that linguistic derivations are essentially driven by the need to reduce asymmetry and generate symmetric structures. Various linguistic notions such as Merge, cyclic derivation by phase, feature-checking, morphological agreement, labeling, movement, and criterial freezing, as well as parametric differences among languages like English and Japanese, and so on, are all shown to follow from a particular notion of structural symmetry. These results constitute novel support for the contemporary thesis that human language is essentially an instance of a physical/biological object, and its design is governed by the laws of nature, at the core of which lies the fundamental principle of symmetry.
Providing insights into new technical concepts in syntax, the volume is written for academics in linguistics but will also be accessible to linguistics students seeking an introduction to syntax.
目次
1 Symmetry of Merge: Why Only Merge? 2 Symmetry of Phases: Cyclic Transfer and Feature-Equilibrium 3 Symmetry of Agreement: Reducing Multiple Agree(ment) Mechanisms into Feature- Equilibrium 4 Symmetry of Labeling: Beyond Chomsky's Labeling Algorithm and Universal/Unique Labeling Condition 5 Symmetry of Movement: Criteria, Freezing, and Cyclicity 6 Conclusions
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