Comments (6)
JacquesCarette
commented on August 16, 2024
@TOTBWF how much of this issue is dealt with by your PR #125 ?
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TOTBWF
commented on August 16, 2024
I implemented the Eilenberg-Moore version of this, which is pretty similar in character. Doing the Kleisli version ought to be pretty straightforward 🙂 I suspect that proving uniqueness will be easier as well, as you don't need to show that two T-modules/T-actions are equivalent, only objects and arrows.
I'll take a look into finishing this off in the next couple of days.
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Taneb
commented on August 16, 2024
Can this issue be closed now?
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TOTBWF
commented on August 16, 2024
Yeah, Should be good to go.
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JacquesCarette
commented on August 16, 2024
I haven't forgotten - I just want to double-check for myself that it's all done. Most likely is.
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JacquesCarette
commented on August 16, 2024
Sorry to be so slow - it's all great. And the proof is readable (and short), unlike the Coq one.
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Related Issues (20)
- Discrepancy of `unique` of `Product` and `unique` of `IsPullback` HOT 1
- Spelling mistake in Categories.Morphism.HeterogeneousIdentity HOT 1
- Suggested improvements for `IsPullback` HOT 1
- Bicategory terminology HOT 4
- Field names for RegularEpi/RegularMono are nondescriptive HOT 6
- Move Everything.agda to src. HOT 10
- Naming of fields in CartesianClosed Functor HOT 2
- Maybe the Hom version of Adjunction can be fully polymorphic? HOT 1
- Pull out adjunction between products and exponentials HOT 1
- Move Categories.Category.Diagram.Span to Categories.Diagram.Span
- Remove Categories.Category.Equivalence HOT 1
- `!-unique₂` takes implicit args in `Terminal`, whereas it takes explicit ones in `Initial` HOT 1
- ramp up stdlib version? HOT 14
- Caching on CI seems to be broken HOT 12
- NaturalNumber -> NNO? HOT 1
- Trivial solution set for Adjoint functor theorem HOT 8
- Yoneda is broken HOT 6
- Big dagger-category to-do list
- Support stdlib 2.0 HOT 4
- agda-categories should list compatibility versions on README HOT 1
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