refactor: Linting substrings

This commit is contained in:
jstoobysmith 2024-07-12 16:22:06 -04:00
parent cee38b7be8
commit ac1132c7ca
40 changed files with 133 additions and 132 deletions

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@ -183,7 +183,8 @@ lemma grav (S : linearParameters) :
end linearParameters
/-- The parameters for solutions to the linear ACCs with the condition that Q and E are non-zero.-/
/-- The parameters for solutions to the linear ACCs with the condition that Q and E are
non-zero. -/
structure linearParametersQENeqZero where
/-- The parameter `x`. -/
x :
@ -291,7 +292,7 @@ lemma cubic_v_or_w_zero (S : linearParametersQENeqZero) (h : accCube (bijection
exact h2 h
lemma cubic_v_zero (S : linearParametersQENeqZero) (h : accCube (bijection S).1.val = 0)
(hv : S.v = 0 ) : S.w = -1 := by
(hv : S.v = 0) : S.w = -1 := by
rw [S.cubic, hv] at h
simp at h
have h' : (S.w + 1) * (1 * S.w * S.w + (-1) * S.w + 1) = 0 := by
@ -309,7 +310,7 @@ lemma cubic_v_zero (S : linearParametersQENeqZero) (h : accCube (bijection S).1.
exact eq_neg_of_add_eq_zero_left h'
lemma cube_w_zero (S : linearParametersQENeqZero) (h : accCube (bijection S).1.val = 0)
(hw : S.w = 0 ) : S.v = -1 := by
(hw : S.w = 0) : S.v = -1 := by
rw [S.cubic, hw] at h
simp at h
have h' : (S.v + 1) * (1 * S.v * S.v + (-1) * S.v + 1) = 0 := by