Featural Optimality Theory: A Computational ModelAndrea Heiberg,University of Arizona |
|
Constraint |
Meaning |
|
MAX-F(L) |
Every instance of [L] in the input has a correspondent feature in the output. |
|
DEP-F(L) |
Every instance of [L] in the output has a correspondent feature in the input. |
|
MAX-A(L) |
Every association to an instance of [L] in the input has a correspondent association in the output. |
|
DEP-A(L) |
Every association to an instance of [L] in the output has a correspondent association in the input. |
|
MAX-F(H) |
Every instance of [H] in the input has a correspondent feature in the output. |
|
DEP-F(H) |
Every instance of [H] in the output has a correspondent feature in the input. |
|
MAX-A(H) |
Every association to an instance of [H] in the input has a correspondent association in the output. |
|
DEP-A(H) |
Every association to an instance of [H] in the output has a correspondent association in the input. |
|
ALIGNFEATURE(L, right) |
For each token t of feature type [L] such that t is not floating, t is on a path with the right-most anchor in the prosodic word. |
|
ALIGNFEATURE(H, right) |
For each token t of feature type [H] such that t is not floating, t is on a path with the right-most anchor in the prosodic word. |
|
ALIGNFEATURE(L, left) |
For each token t of feature type [L] such that t is not floating, t is on a path with the left -most anchor in the prosodic word. |
|
ALIGNFEATURE(H, left) |
For each token t of feature type [H] such that t is not floating, t is on a path with the left -most anchor in the prosodic word. |
|
ALIGNPRWD(H, right) |
The right-most anchor a for feature type [H] in the prosodic word is on a path with a token of feature type [H]. |
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ALIGNPRWD(L, right) |
The right-most anchor a for feature type [L] in the prosodic word is on a path with a token of feature type [L]. |
|
ALIGNPRWD(H, left) |
The left-most anchor a for feature type [H] in the prosodic word is on a path with a token of feature type [H]. |
|
ALIGNPRWD(L, left) |
The left-most anchor a for feature type [L] in the prosodic word is on a path with a token of feature type [L]. |
|
FEATURELINEARITY |
The lexical linear order of features is consistent with the linear order of features derived through association to prosodic structure. |
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GROUNDNEGATIVE(H, L) |
if [H] then not [L]. |
|
GROUNDNEGATIVE(L, H) |
if [L] then not [H]. |
|
NOFLOAT(H) |
Each token of feature type [H] is associated. |
|
NOFLOAT(L) |
Each token of feature type [L] is associated. |

| Email: andrea-heiberg@ns.arizona.edu | Last updated April 20, 1999. |