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def definition def or abbrev

IsDefectBounded

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formal statement (Lean)

  58def IsDefectBounded {n : ℕ} (L : SubLedger n) (bound : ℝ) : Prop :=

proof body

Definition body.

  59  totalDefect L ≤ bound
  60
  61/-! ## Cohomology Classes -/
  62
  63/-- A cohomology class on a sub-ledger. Abstract: represented by an
  64    integer (its "degree" in the discrete cohomology). -/

depends on (9)

Lean names referenced from this declaration's body.