Refactor: Lint
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4 changed files with 16 additions and 9 deletions
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@ -59,7 +59,8 @@ lemma on_quadBiLin (S : (PlusU1 n).charges) :
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quadBiLin ((Y n).val, S) = accYY S := by
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erw [familyUniversal_quadBiLin]
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rw [accYY_decomp]
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simp
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simp only [Fin.isValue, Y₁_val, SMνSpecies_numberCharges, toSpecies_apply, one_mul, mul_neg,
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neg_mul, sub_neg_eq_add, add_left_inj, add_right_inj, mul_eq_mul_right_iff]
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ring_nf
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simp
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@ -92,7 +93,8 @@ lemma on_cubeTriLin (S : (PlusU1 n).charges) :
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cubeTriLin ((Y n).val, (Y n).val, S) = 6 * accYY S := by
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erw [familyUniversal_cubeTriLin']
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rw [accYY_decomp]
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simp
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simp only [Fin.isValue, Y₁_val, mul_one, SMνSpecies_numberCharges, toSpecies_apply, mul_neg,
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neg_mul, neg_neg, mul_zero, zero_mul, add_zero]
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ring
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lemma on_cubeTriLin_AFL (S : (PlusU1 n).LinSols) :
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@ -105,7 +107,8 @@ lemma on_cubeTriLin' (S : (PlusU1 n).charges) :
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cubeTriLin ((Y n).val, S, S) = 6 * accQuad S := by
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erw [familyUniversal_cubeTriLin]
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rw [accQuad_decomp]
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simp
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simp only [Fin.isValue, Y₁_val, mul_one, SMνSpecies_numberCharges, toSpecies_apply, mul_neg,
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neg_mul, zero_mul, add_zero]
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ring_nf
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lemma on_cubeTriLin'_ALQ (S : (PlusU1 n).QuadSols) :
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@ -120,7 +123,8 @@ lemma add_AFL_cube (S : (PlusU1 n).LinSols) (a b : ℚ) :
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erw [TriLinearSymm.toCubic_add, cubeSol (b • (Y n)), accCube.map_smul]
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repeat rw [cubeTriLin.map_smul₁, cubeTriLin.map_smul₂, cubeTriLin.map_smul₃]
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rw [on_cubeTriLin_AFL]
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simp
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simp only [accCube, TriLinearSymm.toCubic_toFun, cubeTriLin_toFun, Fin.isValue, add_zero, Y_val,
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mul_zero]
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ring
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lemma add_AFQ_cube (S : (PlusU1 n).QuadSols) (a b : ℚ) :
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