IndisputableMonolith.Superhuman.Core
The Superhuman.Core module defines five epistemic classes for superhuman powers, each with a distinct relation to proved RS structure. Researchers modeling capability tiers or safety constraints would cite the classification and counts. The module supplies definitions and equalities such as total power count 27 and accessible subset 23, with no proofs.
claimFive epistemic classes partitioning superhuman powers $P$, denoted $A,B,C,D,E$, satisfying $|P|=27$, accessible count $23$, constrained count $4$, and per-class cardinalities via powerClass and allPowers.
background
Recognition Science classifies superhuman powers by their epistemic relation to proved structure. The module imports the RS time quantum τ₀ from Constants and cost machinery from Cost. It introduces PowerClass, Power, powerClass, allPowers together with the five classes and their counts.
proof idea
This is a definition module, no proofs.
why it matters in Recognition Science
The module supplies the classification used by SafetyInterlock (Gap-45 uncomputability barrier and σ-conservation) and TechnologicalAccess (Nautilus-class path for Class C powers). It fills the structural base for those downstream results on high-coherence operation and engineering parameters.
scope and limits
- Does not prove any theorems on power realizability.
- Does not link classes to the T0-T8 forcing chain.
- Does not define physical or engineering parameters.
- Does not address σ-conservation or Gap-45.
used by (2)
depends on (2)
declarations in this module (15)
-
inductive
PowerClass -
inductive
Power -
def
powerClass -
def
allPowers -
theorem
powerCount_eq_27 -
theorem
accessible_count_eq_23 -
theorem
constrained_count_eq_4 -
theorem
classA_count -
theorem
classB_count -
theorem
classC_count -
theorem
classD_count -
theorem
classE_count -
inductive
ConstraintReason -
def
constraintReason -
theorem
constrained_has_reason