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2021-04-25 02:13:23 <ski> ⌜c⌝ is the unique ⌜x⌝ satisfying ⌜P x⌝)
2021-04-25 02:13:35 <ski> anyway ..
2021-04-25 02:13:46 <ski> ⌜⌞ε⌟ (F A)⌝ ∘ ⌜F (⌞η⌟ A)⌝ = ⌜F A⌝
2021-04-25 02:13:55 <ski> ⌜U M⌝ = ⌜U (⌞ε⌟ M)⌝ ∘ ⌜⌞η⌟ (U M)⌝
2021-04-25 02:14:16 <ski> or, more pointlessly
2021-04-25 02:14:26 ddellacosta joins (ddellacost@gateway/vpn/mullvad/ddellacosta)
2021-04-25 02:14:27 <ski> ⌜⌞ε⌟ ∘ F⌝ ∘ ⌜F ∘ ⌞η⌟⌝ = ⌜F⌝
2021-04-25 02:14:33 <ski> ⌜U⌝ = ⌜U ∘ ⌞ε⌟⌝ ∘ ⌜⌞η⌟ ∘ U⌝
2021-04-25 02:14:35 <ski> shachaf ^
2021-04-25 02:15:28 shailangsa joins (~shailangs@host86-186-132-95.range86-186.btcentralplus.com)
2021-04-25 02:16:36 <ski> (one composition here is "vertical", the other is "horizontal" .. i've never been able to memorize which means which, of those terms)
2021-04-25 02:16:46 <shachaf> Oh, that was for me?
2021-04-25 02:16:55 <ski> last couple of lines, yes
2021-04-25 02:17:20 <shachaf> ski: I could never remember which was which until I realized those terms come from attaching string diagrams to each other horizontally and vertically.
2021-04-25 02:17:36 <shachaf> Or at least I assume they do. That's how I remember it, anyway.
2021-04-25 02:18:41 <ski> string diagrams, as in the catsters <https://www.youtube.com/watch?v=USYRDDZ9yEc&list=PLlGXNwjYhXYxKVa67r0pKuYufECy713bv&index=36>, i presume ?
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2021-04-25 02:19:10 <shachaf> Yes, that style of string diagram.
2021-04-25 02:19:38 <ski> (rewatching that, to check in which way they orient stuff)
2021-04-25 02:19:50 <shachaf> Oh, I don't remember which way they orient things either.
2021-04-25 02:20:06 <shachaf> The main thing I try to do is to make my string diagrams line up with my indx notation.
2021-04-25 02:20:29 <ski> i mean, the "vertical" vs. "horizontal", would depend on whether they tend to write the arrows left-right or up-down
2021-04-25 02:20:51 <shachaf> Oh, sure, that much I do remember.
2021-04-25 02:21:01 <shachaf> Anyway, since I write "T_a^b" for a thing with input a and output b, I draw the outputs at the top and the inputs at the bottom.
2021-04-25 02:21:35 <ski> (which is one reason why i don't really like such terminology. and ditto for "left/right adjoint", "left/right inverse", &c.)
2021-04-25 02:21:51 <shachaf> Yes. Probably the Galois connection terms "lower/upper adjoint" are better.
2021-04-25 02:22:15 <shachaf> Hmm, I mean, because of the preorder, not because of low/high as in down/up.
2021-04-25 02:22:50 <ski> which would be which, in that terminology ?
2021-04-25 02:23:41 <shachaf> The left adjoint would be called lower.
2021-04-25 02:24:03 <shachaf> Looking at https://en.wikipedia.org/wiki/Galois_connection#Definitions
2021-04-25 02:24:04 <ski> if ⌜F⌝ goes to ⌜𝒞⌝ from ⌜𝒟⌝, and ⌜U⌝ goes to ⌜𝒟⌝ from ⌜𝒞⌝, which is upper and which is lower ?
2021-04-25 02:24:11 <ski> mhm
2021-04-25 02:24:43 <shachaf> Am I supposed to figure out which is which because you called one of them U?
2021-04-25 02:24:47 <ski> i guess they're focusing on the target / codomain side of the functors
2021-04-25 02:25:19 <ski> oh, sorry, i should've said that ⌜F⌝ would traditionally be called the left adjoint of ⌜U⌝
2021-04-25 02:25:33 <shachaf> Then F would be called the lower adjoint.
2021-04-25 02:25:43 <ski> right, ok
2021-04-25 02:25:56 <shachaf> Right, focusing on the codomain side, as you said.
2021-04-25 02:26:59 <ski> (which is rather easy to reach for, with a pointful formulation)
2021-04-25 02:28:18 <ski> hm, i suppose with antitone Galois connections, you'd get two flavors of them
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2021-04-25 03:59:44 <zzz> i am having trouble using a package due to unresolved dependencies. the package is diagrams and the problematic dependency is base. how do we solve this?
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2021-04-25 04:09:15 <zzz> https://paste.jrvieira.com/1619323742808

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