Universal Ecological-Enactive Living Cognition (UEELC): Hyper-Elevation of 4E Cognition, Gibsonian Affordances, and Enactivism via URRHC and SMA-infty Topos

While the Ecological-Enactive Living Cognition (EELC) framework successfully unifies 4E cognition, Gibsonian affordances, and enactive autopoiesis, it has historically lacked arigorous differential tensor calculus to connect sensorimotor loops, interoceptive homeostasis, and non-representational high-level abstraction. In this paper, we hyper-elevate EELC into the Universal Ecological-Enactive Living Cognition (UEELC) framework within the Universal Recursive Rough Homotopic Calculus (URRHC) and the SMA-∞ Topos. We formalize autopoietic boundaries and direct affordance pickup as rough non-commutative operator flows using Universal Rough Operator Algebra (UROA) and Seonggil Theory of Complex Torsion (STCT). Interoceptive-sensorimotor coupling is governed by the Master-key TensorT_0x8A2C, while extended cognitive boundaries are strictly bounded by the Universal Phase Transition Capacity (UPTC). An executable Python simulation proving enactive attractor convergence and homeostatic phase-locking is provided.