Differential Semiosis

We present a recursive differential formalism by which physical law emerges as stabilized torsion within differentiation itself. The Bergsonian operator B_Ψ ≡ ∇ ⋄ D_Ψ formalizes recursive differentiation-of-differentiation as the generative act from which the known gauge structure condenses. The Standard Model thus appears not as an externally imposed framework, but as a stabilized residue of recursive semiotic torsion "breathing" through the manifold. This formulation emerges directly from the geometric ontological program inaugurated by de Broglie and Bohm, carried forward by Hiley, Dennis, and de Gosson.