What is Hackers' Pub?

Hackers' Pub is a place for software engineers to share their knowledge and experience with each other. It's also an ActivityPub-enabled social network, so you can follow your favorite hackers in the fediverse and get their latest posts in your feed.

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「写真はアートである」としても「アートでない」としても発生する問題について書いた​:ablobcatnodmeltcry:
あと「写真はアートか」を考えるのに写真の世界の中だけで考えるのも不十分だよって問題提起をするなど
:beko:
何事も多面的に捉えないと問題の構造って見えてこないのよね


RE: https://misskey.io/notes/ajwm0jz2lnk505l5

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국회도 서울시도 못 한 일을 제주도는 해냈다…‘인권의 봄’ 맞은 섬 www.khan.co.kr/article/2026... "“인권을 존중하고 어떠한 이유로도 차별받지 않으며, 4·3의 민주주의와 평화·인권의 가치가 실현되는 섬을 만들고자 제주평화인권헌장을 제정, 선포한다.” 도민참여단에도 참가했던 문채수연 제주여성인권연대 이사는 “무대에서 문장을 읽어내려갈수록 반대단체들의 구호가 점점 작게 들리는 것처럼 느껴졌다”고 했다."

국회도 서울시도 못 한 일을 제주도는 해냈다…‘인권의 ...

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RE: mastodon.gamedev.place/@yurisi

Your reminder that realism is not a universal creative goal. In fact, realism is rarely the most important art goal, even when it hits the list.

Anyone telling you a machine’s realism matters more than human agency and human choices in creation doesn’t understand what they’re working (read: fucking) with.

This is soul crushing.

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we'll be releasing it pretty soon, though it is very much not yet at a point where anyone but us should be using it. we just need to decide on a license; we're thinking AGPL but would love people's thoughts. we're probably not going to write an anarchist anti-license, we're dubious it would accomplish much to do so and it's a lot of work.

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안녕하세요배송기사님네네고생하십니다다름이아니라지금어디쯤이신가해서아아직출근도안하셨다구요아네네아니아니요그냥좀제가들떠서아니무리하실필요는없고아니그니까제말은그냥쫌일찍갖다주실수있나싶어서아니아니그니까고생안하시면좋을텐데그냥제가좀더이상못기다리겠어서그니까요아휴힘드실텐데수고하십니다그래서지금어디쯤아이제출근준비하신다고요아그쵸설마여섯시오십분부터오는택배가어딨겠어요그쵸근데제가좀기다리고있는게있어서예예아휴고생하시죠아침부터일하느라힘드시죠아아직출근안하셨다고요네네세번째말씀하시는거라고요아이저도알죠아는데그냥궁금하니까해서너무무리하지는마시고예예아니그냥어디쯤인지궁금해서요무리마시고

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Congratulations to the team for shipping the next-gen Foundry Agent Service. This is the product I've been working on the docs for since late November.

The service, the REST APIs, and the Python and JavaScript/TypeScript SDKs are all GA now. The .NET and Java SDKs are available in preview and getting closer to GA.

devblogs.microsoft.com/foundry

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@dpiponiDan Piponi I was reading about this today:
en.wikipedia.org/wiki/Linear_c
This helps generalise some of the fractional Fourier transform ideas by associating them with a 2x2 matrix in time-frequency space.

What I find interesting here is that the Wigner function is trying to approximately expand in two (very different) bases at once, which is impossible but it's doing the best it can. Then these transformations are allowing manipulation of the direct product space of the two bases.

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