IndisputableMonolith.Geology.RockCycleFromConfigDim
This module defines rock states and certifies the rock cycle derived from configuration dimensions in the Recognition Science framework. Geologists or RS modelers extending the theory to Earth processes would cite it. The module consists entirely of type and certificate definitions with no embedded proofs.
claimIntroduces $\mathrm{RockState}$ (finite set of rock configurations) together with $\mathrm{rockState\_count}$ and the certificate $\mathrm{RockCycleCert}$ asserting cycle closure under the configuration dimension.
background
The module imports the RS time quantum $\tau_0 = 1$ tick from IndisputableMonolith.Constants. It supplies four sibling declarations (RockState, rockState_count, RockCycleCert, rockCycleCert) that locate geological modeling inside the Recognition Science setting already equipped with the J-function, phi-ladder, and D = 3 spatial dimensions.
proof idea
this is a definition module, no proofs
why it matters in Recognition Science
Supplies the foundational layer for any future geology theorems inside Recognition Science. No parent theorems are listed in the used_by edges, so the module currently stands as an interface definition that can later connect rock cycles to the eight-tick octave or the forcing chain T0-T8.
scope and limits
- Does not derive the rock cycle from the J-uniqueness equation.
- Does not assign numerical values from the phi-ladder to rock states.
- Does not connect rock cycles to the alpha band or mass formula.
- Does not include time evolution beyond the single tick quantum.