Wormholes as Pressure Bridge Recursion Channels

Wormholes have not been observationally confirmed. General relativity admits them asmathematical solutions (Einstein-Rosen bridges; Morris-Thorne traversable wormholes)but provides no mechanical account of their formation or stability; this paper addressesthe mechanical structure rather than asserting their existence. In the Cohesion UnifiedField Theory, if two pressure wells align through recursion continuity, a pressure bridgechannel forms: a region of minimal recursion resistance connecting the two wells andallowing structural information to propagate between them. The paper defines recursionalignment operationally, derives four necessary stability conditions in Cohesion UFTlanguage (pressure symmetry, slip phase alignment, torsion density continuity, andrecursion rate matching), identifies the traversability condition as a recursion thresholdrather than an exotic matter requirement, and characterises the bridge as a shorterstructural path rather than a faster one. These are predictions about wormhole structurewithin the Cohesion UFT framework, conditional on wormholes existing. This is thefirst account of wormhole geometry within the Cohesion UFT.