z-logo
open-access-imgOpen Access
The competitive tier model – Element subtraction in German and Pomeranian
Author(s) -
Gertjan Postma
Publication year - 2019
Publication title -
glossa a journal of general linguistics
Language(s) - English
Resource type - Journals
ISSN - 2397-1835
DOI - 10.5334/gjgl.307
Subject(s) - alternation (linguistics) , german , vowel , linguistics , schwa , mathematics , root (linguistics) , computer science , philosophy
Competition of segmental material is inherent to all proposals of phonological template satisfaction. Segments are aligned with a prosodic template and compete for prosodic space. This vowel competition for space is well-known from the Semitic languages. In this paper, we argue that competition is also present in West-Germanic languages, albeit in disguised form. Basing ourselves on new Pomeranian data, we propose a competitive vocalic tier on which elements compete for prosodic slots besides the well-known vocalic tier that allows for element coalescence. An axiomatic model is developed that predicts alternations such as the [ɑi]-[ɪ] and [e]-[ɪ] root alternation (German treten – tritt ‘(he) step(s), Pomeranian gaita-git ‘(he) pour(s)’). The model allows us to solve three riddles in German morphology: 1. the “epenthesis conundrum”, i.e. the anti-correlation between OCP-driven schwa epenthesis between root and suffix in German ( rett [ə] t/*rett versus *rat [ə] t/rat ) and root alternations in present tense verbs (alternating verbs): retten – er rettet, raten – (er) rat (Neef 1997; Trommer 2010; Scheer 2016); 2. the “imperative conundrum” (Raffelsiefen 2016), which describes a correlation within the class of alternating verbs: the correlation between |A|-subtraction in a subset of alternating verbs ( geben – gibt ‘give(s)’) and ending-less imperatives in German ( gib! ‘give!’); 3. the vowel shortening conundrum: change in quantity of the root vowel in function of the type of vowel alternation: [e:]-[i] versus [a:]-[ɛ:]. A formal model is presented that provides us with a calculus of coalescence and competition of phonological features. Languages: Standard German; Pomeranian; Dutch; Low Saxon; Limburgian; Frisian.

The content you want is available to Zendy users.

Already have an account? Click here to sign in.
Having issues? You can contact us here
Accelerating Research

Address

John Eccles House
Robert Robinson Avenue,
Oxford Science Park, Oxford
OX4 4GP, United Kingdom