We present a concise axiomatic account of tripartite dependency structures arising in topolinguistic theory. The framework formalizes transitions from self-contained completion to relational completion via an intermediate abstract dependency. Applications to linguistic syntax, computational complexity, and foundational physics are treated as structural correspondences rather than physical claims.
Abstract.
We present a concise axiomatic account of tripartite dependency structures arising in topolinguistic theory. The framework formalizes transitions from self-contained completion to relational completion via an intermediate abstract dependency. Applications to linguistic syntax, computational complexity, and foundational physics are treated as structural correspondences rather than physical claims.