module
module
IndisputableMonolith.Meta.LedgerUniqueness
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depends on (2)
declarations in this module (17)
-
def
phi -
theorem
phi_satisfies_fixed_point -
theorem
phi_unique_fixed_point -
theorem
cost_fixed_point_is_phi -
def
linkingNumber -
def
H_LinkingDimensionUniqueness -
theorem
Q3_unique_linking_dimension -
theorem
cube_uniqueness -
def
grayCodeCycleLength -
theorem
eight_tick_minimal -
theorem
no_shorter_cycle -
theorem
eight_tick_is_minimal -
structure
RSLedger -
structure
DiscreteConservativeSystem -
theorem
ledger_structure_unique -
theorem
complete_ledger_uniqueness -
theorem
rs_ledger_is_unique