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

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Constra<strong>in</strong>t (8.1a) provokes labial harmony triggered by both high and low round<br />

vowels, as occurs (potentially) <strong>in</strong> Turkic languages; (8.1b) is meant to account for<br />

the Manchu-Tungus-Mongolian type of labial harmony, which is triggered only<br />

by low vowels.<br />

If grammars are permitted to freely rank these constra<strong>in</strong>ts, we would have<br />

no explanation for the correlation between <strong>in</strong>ventories and type of labial<br />

harmony. It rema<strong>in</strong>s to be expla<strong>in</strong>ed why Manchu-Tungus-Mongolian languages<br />

typically use EXTEND[RD]IF[–HI], whereas Turkic languages use EXTEND[RD]. To<br />

account for this correlation, Kaun proposes that EXTEND[RD]IF[–HI] is dom<strong>in</strong>ant<br />

only if there is greater perceptual crowd<strong>in</strong>g <strong>in</strong> the non-high vowels than <strong>in</strong> the high<br />

vowels. To implement this notion <strong>in</strong> her formal theory, she adopts the<br />

convention that EXTEND constra<strong>in</strong>ts may operate only on <strong>contrastive</strong> feature<br />

values.<br />

Kaun 1995 proposes no theory for identify<strong>in</strong>g which values are<br />

<strong>contrastive</strong>. However, s<strong>in</strong>ce her constra<strong>in</strong>ts do not refer directly to perceptual<br />

crowd<strong>in</strong>g but only to contrast, it follows that <strong>in</strong> her theory a segment has a<br />

<strong>contrastive</strong> feature if and only if it is crowded.<br />

Deriv<strong>in</strong>g contrast from crowd<strong>in</strong>g is problematic when we consider<br />

languages like Yowlumne Yokuts. As we saw <strong>in</strong> §5.3, Yowlumne Yokuts has<br />

height-bounded labial harmony triggered by both high and non-high vowels.<br />

<strong>The</strong> Yowlumne high vowel space is not crowded, however; on the contrary, it<br />

has optimal separation (8.2).<br />

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