2020
DOI: 10.1007/s11049-020-09466-y
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Melody learning and long-distance phonotactics in tone

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Cited by 3 publications
(2 citation statements)
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“…. : mldy(HLHL) = HLHL, mldy(HLHLHL) = HLHLHL, mldy(HLHLHLHL) = HLHLHLHL, ad infinitum" (Jardine, 2020(Jardine, :1170). If we were to capture phonologically non-local interactions (like first-last tone harmony) literally via non-local constraints, this would drastically increase the power of the phonological module and consequently lessen its restrictiveness significantly.…”
Section: Phonological Unnaturalness Of the Alternationmentioning
confidence: 99%
“…. : mldy(HLHL) = HLHL, mldy(HLHLHL) = HLHLHL, mldy(HLHLHLHL) = HLHLHLHL, ad infinitum" (Jardine, 2020(Jardine, :1170). If we were to capture phonologically non-local interactions (like first-last tone harmony) literally via non-local constraints, this would drastically increase the power of the phonological module and consequently lessen its restrictiveness significantly.…”
Section: Phonological Unnaturalness Of the Alternationmentioning
confidence: 99%
“…Rolle & Bickmore (2022) interpret such globally sensitive patterns as suppletive allomorphy, and articulate the ramifications of this for linguistic theory with respect to morphological locality and directionality. Regardless of interpretation, non-local dependencies like this should be of major interest to linguists of several stripes (including the computationally minded, for whom first–last phonological harmony is said to be outside of what is possible in phonology; see Heinz & Idsardi 2013; Lai 2015; Jardine 2020).…”
Section: Summary Of Papersmentioning
confidence: 99%