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56 bivalent<br />

phones, and vice versa – in other words, there is a one-to-one (or ‘reversible’)<br />

correspondence between phones and phonemes in each utterance. For example,<br />

in the word bin, the relationship between the two levels of analysis can be<br />

shown as<br />

/b/ + /i/ + /n/<br />

[b] /i/ [n]<br />

There are, however, several cases where this straightforward correlation does<br />

not apply, and where the notion of a phoneme as a unique class of sounds<br />

consequently is invalid. In such cases (see overlapping), one phone is assigned<br />

to more than one phoneme, depending on the context. The biuniqueness condition,<br />

along with the conditions of linearity and invariance, on which it<br />

depends, was particularly criticized by generative phonologists, as part of their<br />

general attack on taxonomic phonemics.<br />

bivalent (adj.)<br />

see valency<br />

Black English Vernacular<br />

see vernacular<br />

blade (n.) The part of the tongue between tip and centre, and which lies<br />

opposite the teeth and alveolar ridge when the tongue is in neutral position.<br />

Also known as the lamina, it is used in the articulation of several speech<br />

sounds, such as [t] and [s].<br />

bleaching (n.) A term sometimes used in semantics to refer to a perceived loss<br />

or dilution of meaning in a word as a result of semantic change. Examples are<br />

the use of you know and I mean as pragmatic particles. Bleaching is often<br />

identified as an important element in grammaticalization. See grammar.<br />

bleeding (adj./n.) A term used in generative linguistic analysis of ruleordering,<br />

and originally introduced in the context of diachronic phonology,<br />

to refer to a type of functional relationship between rules; opposed to feeding.<br />

A bleeding relationship is one where an earlier rule (A) removes a structural<br />

representation to which a later rule (B) would otherwise have applied, and<br />

thus r<strong>edu</strong>ces the number of forms which can be generated. If rule B is of the<br />

form X ⇒ Y, then rule A must be of the form W ⇒ Z, where W includes Z, and<br />

Z is distinct from both X and Y. In these circumstances, rule A is called a<br />

bleeding rule in relation to B, and the linear order of these rules is called a<br />

bleeding order. If the rules are applied in the reverse order, A is said to counterbleed<br />

B. Counter-bleeding results in a non-affecting interaction in which a rule<br />

fails to realize its potential to r<strong>edu</strong>ce the number of forms to which another rule<br />

applies. It is also possible in a pair of rules for each rule to bleed the other<br />

(mutual bleeding).<br />

blend (n.) see blending (1)

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