refactor: Lint
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@ -48,7 +48,7 @@ lemma tprod_equivariant (g : S.G) (p : Pure S c) : (ρ g p).tprod = (S.F.obj c).
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end Pure
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/-- We say a tensor is pure if it is `⨂[S.k] i, p i` for some `p : Pure c`. -/
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/-- A tensor is pure if it is `⨂[S.k] i, p i` for some `p : Pure c`. -/
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def IsPure {c : OverColor S.C} (t : S.F.obj c) : Prop := ∃ p : Pure S c, t = p.tprod
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/-- As long as we are dealing with tensors with at least one index, then the zero
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