Field Memory

Field Memory is the preservation of computational history within dimensional structures, which keeps patterns and architectural continuity intact as the structures pass through dimensional transitions. The book attributes it, with Curvature Retention, to the 3D Tension Tensor of the volumetric structure layer: that tensor enables curvature retention and field-memory preservation across dimensional transitions through multi-directional coupling patterns, Field Memory being the part that preserves computational history. The current definition adds that it supports pattern recognition and architectural continuity through geometric retention, and ties it to information conservation between substrate and recursion, I⊚ = I▱ + Iℜ. It connects to Curvature Retention, 3D Tension Tensor, Dimensional Memory, Memory Evolution Equation, UniSpheral Data Conservation and 3D Structure Layer (Volumetric Manifolds).