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1
Cumulative faithfulness effects: Opaque or transparent?
In: IULC Working Papers; Vol 8 No 2 (2008): Phonological Opacity Effects in Optimality Theory ; 1524-2110 (2018)
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2
An opacity-tolerant conspiracy in phonological acquisition
In: IULC Working Papers; Vol 8 No 2 (2008): Phonological Opacity Effects in Optimality Theory ; 1524-2110 (2018)
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3
Perspectives on phonological theory and development : in honor of Daniel A. Dinnsen
Farris-Trimble, Ashley W. (Herausgeber); Dinnsen, Daniel A. (Gefeierter). - Amsterdam [u.a.] : Benjamins, 2014
UB Frankfurt Linguistik
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4
On the interaction of deaffrication and consonant harmony
In: Journal of child language. - Cambridge [u.a.] : Cambridge Univ. Press 38 (2011) 2, 380-403
BLLDB
OLC Linguistik
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5
Comparative markedness and induced opacity
In: Eo hag yeon gu. - Seo ul 46 (2010) 1, 1-38
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6
Voice contrast and cumulative faithfulness in Luwanga nouns
In: Studies in African linguistics. - Los Angeles, Calif. 39 (2010) 2, 183-233
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7
Comparative Markedness and Induced Opacity*
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8
On the interaction of deaffrication and consonant harmony*
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9
Nothing is better than being unfaithful in multiple ways
In: Chicago Linguistic Society. CLS. - Chicago, Ill. 44 (2008) 1, 79-93
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10
Cumulative faithfulness effects in phonology ...
Farris-Trimble, Ashley W.. - : No Publisher Supplied, 2008
Abstract: One of the hallmarks of optimality theory (OT) is strict domination: multiple low-ranked constraint violations cannot gang up on a higher-ranked constraint. However, such cumulative interactions have been shown to occur. This thesis examines the subset of cumulative interactions called cumulative faithfulness effects (CFEs). CFEs occur when a single unfaithful mapping is allowed in a word, but multiple unfaithful mappings are not. In languages with CFEs, violations of multiple lower-ranked faithfulness constraints gang up on a single higher-ranked constraint to eliminate outputs that are unfaithful in multiple ways, while allowing singly-unfaithful outputs to survive. The key generalization is that for languages in which multiple repair processes could be used to repair a marked element, the least unfaithful repair process is chosen. The fact that these effects are attested in a variety of languages and language domains presents a problem for OT, which cannot account for them. Moreover, CFEs produce ...
URL: https://rucore.libraries.rutgers.edu/rutgers-lib/37834/
https://dx.doi.org/10.7282/t3ff3r8f
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11
Cumulative faithfulness effects in phonology
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