The Sound Pattern of English


The Sound Pattern of English is a 1968 work on phonology by Noam Chomsky and Morris Halle. It presents a view of the phonology of English, and has been very influential in both the field of phonology and in the analysis of the English language. Chomsky and Halle present a view of phonology as a linguistic subsystem, separate from other components of the grammar, that transforms an underlying phonemic sequence according to rules and produces as its output the phonetic form that is uttered by a speaker. The theory fits with the rest of Chomsky's early theories of language in the sense that it is transformational; as such it serves as a landmark in Chomsky's theories by adding a clearly articulated theory of phonology to his previous work which focused on syntax.

Overview

The Sound Pattern of English has had some influence on subsequent work. Derivatives of the theory have made modifications by changing the inventory of segmental features, considering some to be absent rather than having a positive or negative value, or adding complexity to the linear, segmental structure assumed by Chomsky and Halle. Its treatment of phonology as rules that operate on features, as well as its particular feature scheme, survive in various altered forms in many current theories of phonology. Some major successor theories include autosegmental phonology, lexical phonology and optimality theory.
Chomsky and Halle represent speech sounds as bundles of plus-or-minus valued features The phonological component of each lexical entry is considered to be a linear sequence of these feature bundles. A number of context-sensitive rules transform the underlying form of a sequence of words into the final phonetic form that is uttered by the speaker. These rules are allowed access to the tree structure that the syntax is said to output. This access allows rules that apply, for example, only at the end of a word, or only at the end of a noun phrase.
The influence of SPE has led to rules of the form given in SPE, A→B / , often being called "SPE-style rules" or "SPE-type rules".

Editions