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def definition def or abbrev

deltaOf

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formal statement (Lean)

  16@[simp] def deltaOf (gen : Ribbons.GenClass) (p : Primitive) : ℤ :=

proof body

Definition body.

  17  Ribbons.rungFrom gen p.word
  18
  19-- deltaOf is definitionally invariant (tautological; placeholder for rung-independence proof)
  20example (p : Primitive) (gen : Ribbons.GenClass) : deltaOf gen p = deltaOf gen p := rfl
  21
  22end SectorPrimitive
  23end Masses
  24end IndisputableMonolith

depends on (14)

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