A feature geometric approach to Bondu-so vowel harmony
Bondu-so (Dogon; Mali) vowel harmony exhibits both typologically and theoretically interesting properties. The language’s vocalic system displays surface patterns that implicate a ten-vowel system with an underlying [ATR] contrast at three vowel heights that is not immediately apparent given only mi...
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doaj-d1b05773df1c429fb370577bbdcb52912021-09-02T05:18:36ZengOpen Library of HumanitiesGlossa2397-18352019-03-014110.5334/gjgl.793341A feature geometric approach to Bondu-so vowel harmonyChristopher R. Green0Abbie E. Hantgan1Syracuse University, Syracuse, NYCNRS, LLACAN, VillejuifBondu-so (Dogon; Mali) vowel harmony exhibits both typologically and theoretically interesting properties. The language’s vocalic system displays surface patterns that implicate a ten-vowel system with an underlying [ATR] contrast at three vowel heights that is not immediately apparent given only mid vowels maintain an [ATR] contrast on the surface. The current paper presents previously unaccounted for data that show alternations associated with Bondu-so vowel harmony correlate not only with the [ATR] specification of a given root vowel, but also with properties of the root-final consonant. We appeal to a combination of featural and prosodic licensing to analyze these outcomes and do so in a modified version of the 'Parallel Structures' Model of feature geometry. The PSM framework has been employed in studies of consonant assimilation and consonant-vowel interaction, but to our knowledge, the current paper is the first to extend it specifically to the analysis of vowel harmony.https://www.glossa-journal.org/articles/793vowel harmonyATRDogonParallel Structures Modelfeature geometry |
collection |
DOAJ |
language |
English |
format |
Article |
sources |
DOAJ |
author |
Christopher R. Green Abbie E. Hantgan |
spellingShingle |
Christopher R. Green Abbie E. Hantgan A feature geometric approach to Bondu-so vowel harmony Glossa vowel harmony ATR Dogon Parallel Structures Model feature geometry |
author_facet |
Christopher R. Green Abbie E. Hantgan |
author_sort |
Christopher R. Green |
title |
A feature geometric approach to Bondu-so vowel harmony |
title_short |
A feature geometric approach to Bondu-so vowel harmony |
title_full |
A feature geometric approach to Bondu-so vowel harmony |
title_fullStr |
A feature geometric approach to Bondu-so vowel harmony |
title_full_unstemmed |
A feature geometric approach to Bondu-so vowel harmony |
title_sort |
feature geometric approach to bondu-so vowel harmony |
publisher |
Open Library of Humanities |
series |
Glossa |
issn |
2397-1835 |
publishDate |
2019-03-01 |
description |
Bondu-so (Dogon; Mali) vowel harmony exhibits both typologically and theoretically interesting properties. The language’s vocalic system displays surface patterns that implicate a ten-vowel system with an underlying [ATR] contrast at three vowel heights that is not immediately apparent given only mid vowels maintain an [ATR] contrast on the surface. The current paper presents previously unaccounted for data that show alternations associated with Bondu-so vowel harmony correlate not only with the [ATR] specification of a given root vowel, but also with properties of the root-final consonant. We appeal to a combination of featural and prosodic licensing to analyze these outcomes and do so in a modified version of the 'Parallel Structures' Model of feature geometry. The PSM framework has been employed in studies of consonant assimilation and consonant-vowel interaction, but to our knowledge, the current paper is the first to extend it specifically to the analysis of vowel harmony. |
topic |
vowel harmony ATR Dogon Parallel Structures Model feature geometry |
url |
https://www.glossa-journal.org/articles/793 |
work_keys_str_mv |
AT christopherrgreen afeaturegeometricapproachtobondusovowelharmony AT abbieehantgan afeaturegeometricapproachtobondusovowelharmony AT christopherrgreen featuregeometricapproachtobondusovowelharmony AT abbieehantgan featuregeometricapproachtobondusovowelharmony |
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1721179664892821504 |