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A phonological rule is a formal way of expressing a systematic phonological or morphophonological process in linguistics.Phonological rules are commonly used in generative phonology as a notation to capture sound-related operations and computations the human brain performs when producing or comprehending spoken language.
A counter-feeding order very often creates phonological opacity. In the given case, it is the application of the rule deleting word-final consonants which has thus become opaque in French. In historical linguistics, a sequence of rules in counterfeeding order is called a chain shift. A chain shift can be presented graphically like the following:
Bleeding order is a term used in phonology to describe specific interactions of phonological rules. The term was introduced in 1968 by Paul Kiparsky. [1] If two phonological rules are said to be in bleeding order, the application of the first rule creates a context in which the second rule can no longer apply.
If more phonological rules apply to the same underlying form, they can apply wholly independently of each other or in a feeding or counterbleeding order. The underlying representation of a morpheme is considered to be invariable across related forms (except in cases of suppletion), despite alternations among various allophones on the surface.
In phonology, vowel harmony is a phonological rule in which the vowels of a given domain – typically a phonological word – must share certain distinctive features (thus "in harmony"). Vowel harmony is typically long distance, meaning that the affected vowels do not need to be immediately adjacent, and there can be intervening segments ...
The OCP in this "rules and constraints" era was no longer simply a constraint on underlying forms, but also began to play a role in the course of a phonological derivation. McCarthy (1986) proposed that the OCP can actively block the application of or repair the output of phonological rules, while in Yip (1988) , Moira Yip attempted to extend ...
According to Paul Kiparsky, [2] Lachmann's law is an example of a sound law that affects deep phonological structure, not the surface result of phonological rules. In Proto-Indo-European, a voiced stop was already pronounced as voiceless before voiceless stops, as the assimilation by voicedness must have been operational in PIE (*h₂eǵtos → *h₂eḱtos 'forced, made').
A simplified diagram of Canadian raising (Rogers 2000:124).Actual starting points vary. Canadian raising (also sometimes known as English diphthong raising [1]) is an allophonic rule of phonology in many varieties of North American English that changes the pronunciation of diphthongs with open-vowel starting points.
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