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refactor: Lint

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jstoobysmith 2024-08-15 10:53:30 -04:00
parent 3693dee740
commit 1c9d66ee19
12 changed files with 79 additions and 138 deletions
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6
HepLean/SpaceTime/LorentzTensor/Real/IndexNotation.lean
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@ -85,11 +85,10 @@ noncomputable def fromIndexStringColor {cn : Fin n → realTensorColor.Color}
(hd : TensorColor.ColorMap.DualMap.boolFin
(toIndexList' s hs).colorMap (cn ∘ Fin.cast hn.symm)) :
(realLorentzTensor d).TensorIndex :=
TensorStructure.TensorIndex.mkDualMap T ⟨(toIndexList' s hs), hD,
TensorStructure.TensorIndex.mkDualMap T ⟨(toIndexList' s hs), hD,
IndexList.ColorCond.iff_bool.mpr hC⟩ hn
(TensorColor.ColorMap.DualMap.boolFin_DualMap hd)
/-- A tactic used to prove `boolFin` for real Lornetz tensors. -/
macro "dualMapTactic" : tactic =>
`(tactic| {
@ -114,10 +113,9 @@ macro "prodTactic" : tactic =>
/-- The product of Real Lorentz tensors. Conditions on indices are checked automatically. -/
notation:10 T "⊗ᵀ" S:11 => TensorIndex.prod T S (by prodTactic)
/-- An example showing the allowed constructions. -/
example (T : (realLorentzTensor d).Tensor ![ColorType.up, ColorType.down]) : True := by
let _ := T|"ᵤ₁ᵤ₂" ⊗ᵀ T|"ᵘ³ᵤ₄" ⊗ᵀ T|"ᵘ⁴ᵤ₃"
let _ := T|"ᵤ₁ᵤ₂" ⊗ᵀ T|"ᵘ³ᵤ₄" ⊗ᵀ T|"ᵘ⁴ᵤ₃"
let _ := T|"ᵤ₁ᵤ₂" ⊗ᵀ T|"ᵘ³ᵤ₄" ⊗ᵀ T|"ᵘ¹ᵘ²" ⊗ᵀ T|"ᵘ⁴ᵤ₃"
exact trivial