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Algebraic linguistics is a branch of mathematical linguistics that focuses on constructing mathematical models of the phonological and grammatical structure of languages. It primarily derives from the work of Noam Chomsky in generative grammar, exploring models like finite-state, phrase-structure, and transformational grammars. The goal is to create a model that accurately reflects the underlying formal principles of language while excluding unnecessary rules. This approach uses abstract symbols and formal manipulations, similar to algebra, to analyze language structure within a formal system.

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