CAHA, Pavel. Deriving Blansitt's generalization by an overlapping decomposition : a case against the Subset Principle. In SinFonIJA 10, 23. 10. 2017, Dubrovnik, Chorvatsko. 2017.
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Basic information
Original name Deriving Blansitt's generalization by an overlapping decomposition : a case against the Subset Principle
Authors CAHA, Pavel (203 Czech Republic, guarantor, belonging to the institution).
Edition SinFonIJA 10, 23. 10. 2017, Dubrovnik, Chorvatsko, 2017.
Other information
Original language English
Type of outcome Presentations at conferences
Field of Study 60203 Linguistics
Country of publisher Croatia
Confidentiality degree is not subject to a state or trade secret
WWW URL
RIV identification code RIV/00216224:14210/17:00095179
Organization unit Faculty of Arts
Keywords in English linear contiguity; syncretism; decomposition; Superset Principle
Tags rivok
Changed by Changed by: Mgr. Marie Skřivanová, učo 262124. Changed: 5/4/2018 16:17.
Abstract
In the talk, I look at a linear constraint on syncretism, the so-called Blansitt's Generalization. In previous work, I have shown that this generalisation follows if one adopts the so-called overlapping decomposition. In this follow up work, I argue that in addition, it is possible to use this constraint as an important testing ground for late-insertion theories and the associated insertion principles. In particular, I argue that the Subset Principle faces an empircal challenge that is very difficult to overcome. If, on the other hand, insertion is governed by the Superset Principle, the particular problem does not even arise.
Links
GA17-10144S, research and development projectName: Lineární kontiguita v jazyce
Investor: Czech Science Foundation
PrintDisplayed: 23/9/2024 13:33