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Timeline for About Coreader Comonads

Current License: CC BY-SA 4.0

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S Sep 23 at 17:25 history bounty ended Ben Sprott
S Sep 23 at 17:25 history notice removed Ben Sprott
Sep 23 at 16:44 vote accept Ben Sprott
Sep 21 at 16:45 answer added Neil Strickland timeline score: 5
Sep 21 at 14:20 history edited Ben Sprott CC BY-SA 4.0
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Sep 21 at 13:54 history edited Ben Sprott CC BY-SA 4.0
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Sep 21 at 13:17 comment added David Roberts Note that the definition of the coreader comonad makes sense for any set S. There are no restrictions on S. "..𝑆 is the set of all dcpos?" <--- is this a set, or a proper class? I strongly suggest understanding the construction of the comonad from the "directed container on $[S \triangleleft P]$", so as to unpack the statement in your screenshot, because conflating the two structures (comonads and directed containers) seems to be causing some confusion
Sep 21 at 13:13 comment added David Roberts " the nonempty list comonad is just a chain with a head." <-- what does this statement mean? A comonad is a certain kind of functor equipped with some natural transformations satisfying axioms. A "chain with a head" is .. not that. Do you mean to say something like "An algebra for the nonempty list comonad"? It's late here and I'm not going to puzzle this out myself.
Sep 21 at 13:02 history edited Ben Sprott CC BY-SA 4.0
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Sep 20 at 21:54 comment added Dave Benson Or the comathematician, who turns cotheorems into ffee?
Sep 20 at 18:03 comment added GH from MO This reminds me of a quote from Kontsevich's "Deformation quantization of Poisson manifolds", which is available on the web: "We denote by $C(V )$ the cofree cocommutative coassociative coalgebra without counit cogenerated by $V$."
S Sep 20 at 17:43 history bounty started Ben Sprott
S Sep 20 at 17:43 history notice added Ben Sprott Draw attention
Sep 7 at 23:31 history asked Ben Sprott CC BY-SA 4.0