feat: Pure tensors
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@ -97,7 +97,7 @@ lemma smul_isNormZero_of_isNormZero {c : S.C} {ψ : S.FD.obj (Discrete.mk c)}
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/-- If a vector is norm-zero, then any vector in the orbit of that vector is also norm-zero. -/
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@[simp]
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lemma action_isNormZero_of_isNormZero {c : S.C} {ψ : S.FD.obj (Discrete.mk c)} (g : S.G) :
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lemma action_isNormZero_iff_isNormZero {c : S.C} {ψ : S.FD.obj (Discrete.mk c)} (g : S.G) :
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S.IsNormZero ((S.FD.obj (Discrete.mk c)).ρ g ψ) ↔ S.IsNormZero ψ := by
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simp only [IsNormZero, contractSelfField_equivariant]
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