Batley, Sarker, Mostakim, Klichine & Saha (2026). Proposes the Separable Neural Architecture (SNA), a single representational class that unifies additive, quadratic and tensor-decomposed models across language, physics simulation, and reinforcement learning. The authors argue that separability often emerges in coordinates rather than existing in the system — a structurally elegant unification across seemingly unrelated domains.

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