IndisputableMonolith.Geology.RockCycleFromConfigDim
The module defines rock states, their counts, and cycle certifications derived from configuration dimension in the Recognition Science geology setting. Researchers applying the phi-ladder or forcing chain to geological processes would cite these objects. It is a pure definition module that imports only Constants and introduces four sibling declarations without any proofs.
claimThe module introduces the type RockState for rock configurations, the function rockState_count, the type RockCycleCert, and the function rockCycleCert, all parameterized by configuration dimension in RS-native units with base time quantum τ₀ = 1 tick.
background
This module sits in the geology domain and imports only Mathlib plus IndisputableMonolith.Constants. The upstream Constants module supplies the single fact that the fundamental RS time quantum is τ₀ = 1 tick. The four sibling declarations (RockState, rockState_count, RockCycleCert, rockCycleCert) therefore operate inside the same RS-native units already fixed by the forcing chain T0–T8 and the Recognition Composition Law.
proof idea
This is a definition module, no proofs.
why it matters in Recognition Science
The module supplies the rock-cycle objects that any later geology theorem in the Recognition framework must reference. It directly implements the geological reading of D = 3 and the eight-tick octave by tying rock states to configuration dimension. No downstream uses are recorded yet, leaving the parent theorem slot open for future work on geological cycles.
scope and limits
- Does not contain theorems or proofs.
- Does not import any other geology modules.
- Does not assign numerical values to rock states.
- Does not model time evolution beyond the base tick τ₀.