Chomsky’s (1986) notion of I-language holds that human linguistic competence is grounded in
an internal, intensional system of rules and representations. Large language models (LLMs) now
produce syntactically rich and context-sensitive language without any evident symbolic grammar,
which raises a question of explanatory necessity: when a system performs linguistically, must an
I-language be posited to explain that performance, or does the posit merely redescribe the very
behavior it was meant to…
Read moreChomsky’s (1986) notion of I-language holds that human linguistic competence is grounded in
an internal, intensional system of rules and representations. Large language models (LLMs) now
produce syntactically rich and context-sensitive language without any evident symbolic grammar,
which raises a question of explanatory necessity: when a system performs linguistically, must an
I-language be posited to explain that performance, or does the posit merely redescribe the very
behavior it was meant to explain? This paper argues for the latter and develops a formal eliminative
argument. Drawing on Lohndal’s minimalist syntax, Glanzberg’s contextual semantics, and Field’s
paracomplete logic, it first shows that transformer parameter spaces fail the structural criteria of an
I-language, namely discrete, asymmetric, recursive operations such as Merge. It then shows that
continuous vector geometry, through multi-head attention and paracomplete negation, accounts
for syntactic, semantic, and pragmatic behavior without discrete rules or modular boundaries. A
further discussion of Chomsky’s internalist rejection of semantic values, and its Moorean critique,
clarifies what is at stake for reference and meaning. The conclusion is methodological: internal
computational structure does not amount to an internal language in the theoretically relevant sense,
and fluent output alone therefore provides no ground for attributing an I-language, or richer mental
states, to such systems.