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The contrastive hierarchy in phonology 2009 Dresher.pdf - CUNY ...

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. Features that make each other logically redundant<br />

i. [high] and [ATR] [high] > [ATR]<br />

c. Reduced feature set d. Contrastive specifications<br />

i y u i y u<br />

high + + + + + +<br />

back – – + – +<br />

round – + + – +<br />

Like the pairwise method, the procedure beg<strong>in</strong>s with full specification<br />

(8.37a) (some features not shown). 14 <strong>The</strong> features [high] and [ATR] make each<br />

other logically redundant (8.37b), a problem for the Pairwise Algorithm. In<br />

Calabrese’s procedure, such feature pairs fall under clause (ii) of (8.36), whereby<br />

the feature higher <strong>in</strong> the <strong>hierarchy</strong>, <strong>in</strong> this case [high], renders the lower<br />

one,[ATR], non<strong>contrastive</strong>. This effectively reduces the set of potentially<br />

<strong>contrastive</strong> features to those <strong>in</strong> (8.37c). Now clause (i) of (8.36) enacts the<br />

Pairwise Algorithm, result<strong>in</strong>g <strong>in</strong> the familiar pairwise <strong>contrastive</strong> pattern of<br />

(8.38d), where /y/ is the middle phoneme that forms a m<strong>in</strong>imal pair with each of<br />

the others.<br />

This procedure for arriv<strong>in</strong>g at <strong>contrastive</strong> specifications is open to many of<br />

the objections raised <strong>in</strong> Chapter 2 aga<strong>in</strong>st versions of the pairwise method: it fails<br />

the Dist<strong>in</strong>ctness Condition, and it uses both feature order<strong>in</strong>g and pairwise<br />

14 Unlike the Pairwise Algorithm, Calabrese beg<strong>in</strong>s by designat<strong>in</strong>g all feature values as<br />

<strong>contrastive</strong>. Thus, his procedure technically assigns non<strong>contrastive</strong> values.<br />

392

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