IndisputableMonolith.Foundation.DimensionalConstraints.CostLayer
This module supplies the public cost layer for the dimensional-constraints rebuttal. Researchers citing cost structures in the forcing chain or Law of Existence arguments reference it. It is a definition module that re-exports and packages PublicCostLayer from the Cost, AczelClassification, and LawOfExistence imports.
claimThe public cost layer is the structure $PublicCostLayer$ satisfying $x$ exists $iff$ defect$(x)=0$, built from the J-cost and d'Alembert kernel supplied by the imported modules.
background
The module imports Cost for J-cost structures, AczelClassification for the statement that continuous d'Alembert solutions are smooth and yield the calibrated ODE kernel $H''=H$, and LawOfExistence for the sharp formalization $x$ exists $iff$ defect$(x)=0$. These supply the cost and existence primitives used in the dimensional-constraints setting. The local theoretical setting is the rebuttal of dimensional constraints via public cost interfaces.
proof idea
this is a definition module, no proofs
why it matters in Recognition Science
The module feeds the dimensional-constraints rebuttal by exposing PublicCostLayer. It supplies the cost layer that supports arguments connecting to the Law of Existence and Aczel classification within the Recognition Science forcing chain.
scope and limits
- Does not contain theorem declarations or proofs.
- Does not introduce new cost functions or J-cost identities.
- Does not reference specific forcing-chain steps T5-T8 or constants.
- Does not provide downstream usage sites or examples.