[Merged by Bors] - feat: add examples to docstrings #5815
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| `c : Cocone F` is to give a collection of morphisms `ιⱼ : F j ⟶ c.pt` and, for | ||
| all `j ≤ k` in `J`, morphisms `ιⱼₖ : F j ⟶ F k` such that `Fⱼₖ ≫ Fₖ = Fⱼ` for all `j ≤ k`. |
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Out of curiosity, why do you use i \le j in the example above, and j \le k here?
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Maybe it is to avoid visual confusion with iota?
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The "natural transformation to the constant functor" thing always throws me; I've added the simple example which I am often imagining when I'm using this stuff.