IndisputableMonolith.Physics.MagnetismFromRS
The module Physics.MagnetismFromRS supplies definitions that model magnetic phenomena inside the Recognition Science framework using the J-cost. It introduces zero-field cases (J=0), applied fields, phenomenon counts, and certification objects. Physicists deriving electromagnetism from the RS forcing chain would cite these objects. The module contains only definitions and no proofs.
claimDefinitions of MagneticPhenomenon, magneticPhenomenonCount, zero_field (satisfying $J=0$), applied_field, MagnetismCert, and magnetismCert.
background
The module imports IndisputableMonolith.Cost, whose J-cost is the central recognition measure satisfying $J(x)=(x+x^{-1})/2-1$. In the Recognition Science setting, magnetism is treated as a recognition phenomenon whose zero-field limit is the case J=0. The sibling declarations therefore introduce the basic vocabulary for magnetic behavior on the phi-ladder.
proof idea
This is a definition module, no proofs.
why it matters in Recognition Science
The module establishes the interface for magnetism within Recognition Science and supplies the objects that later physics derivations would invoke. It directly encodes the zero-field condition J=0 that follows from T5 J-uniqueness. No downstream theorems are listed yet.
scope and limits
- Does not derive any magnetic field equations.
- Does not assign numerical values to magnetic moments or susceptibilities.
- Does not connect the definitions to Maxwell's equations or quantum spin.
- Does not place magnetic phenomena on specific rungs of the phi-ladder.