Aramaic prosodic-morphological verb patterns: An optimality theoretic approach

by J. A. Friberg

Type Thesis
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Aramaic morphology involves the Semitic non-linear interdigitation of separate consonantal and vocalic segmental morphemes. I show that the verbal morphology derives from meta-templates (CCCC), which specify the number of syllable margins, and Optimality Theoretic constraints. Triradical (ktb) and Biradical (\IR) roots employ the same meta-templates, with the location of gemination and spreading determined by constraints. I develop a flat collapsed hierarchy model of sub-syllabic constituency u…

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Summary

Aramaic morphology involves the Semitic non-linear interdigitation of separate consonantal and vocalic segmental morphemes. I show that the verbal morphology derives from meta-templates (CCCC), which specify the number of syllable margins, and Optimality Theoretic constraints. Triradical (ktb) and Biradical (\IR) roots employ the same meta-templates, with the location of gemination and spreading determined by constraints. I develop a flat collapsed hierarchy model of sub-syllabic constituency using syllabic and moraic suprasegmental features to permit the analysis of reduced syllables as non-moraic. Spreading of root radicals is represented by the correspondence relation between the input and output, instead of autosegmental tiers. Geminates have a single correspondence link, deriving the distinction between gemination and spreading in spirantization of stops and in the preference for gemination over spreading in the verb patterns. Coalescence, defined as a tautomorphemic correspondence configuration, derives the effect of anti-gemination. The association of constraint hierarchies to lexical phonology is restricted.

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Edition Statements

  • Publication Date:1996

Thesis Information

  • Degree:M.A.
  • University:The University of Texas at Arlington
  • Advisor/Supervisor:D. J. Silva
  • Pages:191

Publication Statements

  • Language:eng
  • Publication Date:1996

Edition Identifiers

  • proquest:304363549

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