theorem
proved
term proof
interpret_step
show as:
view Lean formalization →
formal statement (Lean)
58@[simp] theorem interpret_step (R : StrictLogicRealization) (n : FreeOrbit R) :
59 interpret R (LogicNat.succ n) = R.compose R.generator (interpret R n) := rfl
proof body
Term-mode proof.
60
61/-- Convert a strict realization to the existing lightweight interface.
62The orbit fields are all derived from `LogicNat`, not supplied by the caller. -/
used by (15)
-
canonicalCategoricalRealization -
boolRealization -
LogicRealization -
ofPositiveRatioComparison -
modularRealization -
natOrderedRealization -
physicsRealization -
biologyRealization -
ethicsRealization -
modularRealization -
musicRealization -
narrativeRealization -
orderRealization -
toLightweight -
logicRealizationOfDistinction