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In linguistics, "internal Merge" is a core operation within Noam Chomsky's generative grammar theories, particularly in the Minimalist Program (MP). It's a fundamental mechanism for constructing grammatical structures from a finite set of elements, allowing for the creation of an infinite number of sentences.1

Internal Merge, along with external Merge, forms the basis of MP grammars. These operations take existing elements and combine them to build more complex structures, contributing to the "productivity" of language – the ability to generate novel, grammatical expressions. This concept is crucial for explaining how humans acquire language, providing a formal and simplified model of linguistic competence.1

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