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Full-Text Articles in Phonetics and Phonology
Autosegmental Spreading In Optimality Theory, John J. Mccarthy
Autosegmental Spreading In Optimality Theory, John J. Mccarthy
John J. McCarthy
Revised December 2009
This paper is a shorter (and probably better) version of "Harmony in Harmonic Serialism." Like its big brother, it argues that Harmonic Serialism answers the conundrum of how iterative autosegmental spreading is obtained in Optimality Theory.
Autosegmental Spreading In Optimality Theory, John J. Mccarthy
Autosegmental Spreading In Optimality Theory, John J. Mccarthy
Linguistics Department Faculty Publication Series
Revised December 2009
This paper is a shorter (and probably better) version of "Harmony in Harmonic Serialism." Like its big brother, it argues that Harmonic Serialism answers the conundrum of how iterative autosegmental spreading is obtained in Optimality Theory.
The P-Map In Harmonic Serialism, John J. Mccarthy
The P-Map In Harmonic Serialism, John J. Mccarthy
Linguistics Department Faculty Publication Series
According to the P-Map, a phonological mapping is less faithful to the extent that there is more perceptual distance between its input and output. Although this idea is attractive, it cannot be implemented in the standard parallel version of Optimality Theory. This note explains why and shows how a derivational version of OT, Harmonic Serialism, can solve this problem.
Harmony In Harmonic Serialism, John J. Mccarthy
Harmony In Harmonic Serialism, John J. Mccarthy
Linguistics Department Faculty Publication Series
What OT constraint favors autosegmental spreading? Existing proposals for the pro-spreading markedness constraint make implausible typological predictions. This paper presents a new proposal that depends on Harmonic Serialism to avoid those unwanted predictions.
The P-Map In Harmonic Serialism, John J. Mccarthy
The P-Map In Harmonic Serialism, John J. Mccarthy
John J. McCarthy
According to the P-Map, a phonological mapping is less faithful to the extent that there is more perceptual distance between its input and output. Although this idea is attractive, it cannot be implemented in the standard parallel version of Optimality Theory. This note explains why and shows how a derivational version of OT, Harmonic Serialism, can solve this problem.
Classified Bibliography Of Works On Ot With Candidate Chains (Ot-Cc) And Harmonic Serialism (Hs), John J. Mccarthy
Classified Bibliography Of Works On Ot With Candidate Chains (Ot-Cc) And Harmonic Serialism (Hs), John J. Mccarthy
John J. McCarthy
No abstract provided.
Harmony In Harmonic Serialism, John J. Mccarthy
Harmony In Harmonic Serialism, John J. Mccarthy
John J. McCarthy
What OT constraint favors autosegmental spreading? Existing proposals for the pro-spreading markedness constraint make implausible typological predictions. This paper presents a new proposal that depends on Harmonic Serialism to avoid those unwanted predictions.
Classified Bibliography Of Works On Ot With Candidate Chains (Ot-Cc) And Harmonic Serialism (Hs), John J. Mccarthy
Classified Bibliography Of Works On Ot With Candidate Chains (Ot-Cc) And Harmonic Serialism (Hs), John J. Mccarthy
Linguistics Department Faculty Publication Series
No abstract provided.