Harmonic Serialism again (1) “Gen takes the input in and derives from it the candidate set cand-set0 which is submitted to Eval. The most harmonic member of cand-set0, as determined by Eval, is out1. It is not necessarily the “ultimate output”, however; it is returned to Gen for further processing as a new input. This process continues, looping back and forth, until there is convergence: the output of pass n is identical to the output of pass n − 1. The output of pass n is the ultimate output ” (McCarthy, 2000). A. HS with unrestricted Ge
Harmonic Grammar is a model of linguistic constraint interaction in which well-formedness is calcula...
This document consists of about 30 pages of text to supplement Doing Optimality Theory (Blackwell, 2...
In some languages, notably Kikuyu, the association of tones and syllables is completely predictable....
The most familiar architecture for Optimality Theory is a fully parallel one, meaning that all poss...
The most familiar architecture for Optimality Theory is a fully parallel one, meaning that "all poss...
In Optimality Theory, phonological patterns are accounted for with output constraints ranked in a hi...
In Optimality Theory, phonological patterns are accounted for with output constraints ranked in a hi...
This volume contains chapters that explore and extend advances in formal investigations of grammar t...
In standard Optimality Theory, faithfulness constraints are defined in terms of an input-output corr...
Many languages respect the generalization that some or all unstressed vowels are deleted. This gener...
Cross-level interactions are phonological processes that make reference to multiple levels of the pr...
In this paper we describe a method for learning grammars in the general framework of Harmonic Serial...
Harmonic Grammar is a model of linguistic constraint interaction in which well-formedness is calcula...
According to the P-Map, a phonological mapping is less faithful to the extent that there is more per...
Recent work in Harmonic Serialism (HS) has led to new insights into several outstanding problems in ...
Harmonic Grammar is a model of linguistic constraint interaction in which well-formedness is calcula...
This document consists of about 30 pages of text to supplement Doing Optimality Theory (Blackwell, 2...
In some languages, notably Kikuyu, the association of tones and syllables is completely predictable....
The most familiar architecture for Optimality Theory is a fully parallel one, meaning that all poss...
The most familiar architecture for Optimality Theory is a fully parallel one, meaning that "all poss...
In Optimality Theory, phonological patterns are accounted for with output constraints ranked in a hi...
In Optimality Theory, phonological patterns are accounted for with output constraints ranked in a hi...
This volume contains chapters that explore and extend advances in formal investigations of grammar t...
In standard Optimality Theory, faithfulness constraints are defined in terms of an input-output corr...
Many languages respect the generalization that some or all unstressed vowels are deleted. This gener...
Cross-level interactions are phonological processes that make reference to multiple levels of the pr...
In this paper we describe a method for learning grammars in the general framework of Harmonic Serial...
Harmonic Grammar is a model of linguistic constraint interaction in which well-formedness is calcula...
According to the P-Map, a phonological mapping is less faithful to the extent that there is more per...
Recent work in Harmonic Serialism (HS) has led to new insights into several outstanding problems in ...
Harmonic Grammar is a model of linguistic constraint interaction in which well-formedness is calcula...
This document consists of about 30 pages of text to supplement Doing Optimality Theory (Blackwell, 2...
In some languages, notably Kikuyu, the association of tones and syllables is completely predictable....