1,541 karma · joined October 4, 2016
How would you prove the tychonoff theorem purely with adjunctions? How about the representation theorem of finitely presented abelian groups? And on and on and on...
I feel like there's been a humongous failure of science communication if the applications of QM aren't obvious to you :( I don't mean that in a mean spirited fashion, I really do feel despair that someone on HN who enjoyed physics wasn't shown how quantum physics has been the bedrock for so much technology!
EDIT: quick list of places QM/quantum physics is used in the real world: https://scienceexchange.caltech.edu/topics/quantum-science-e...
A monad is a mathematical idea. It has some learning curve, some inherent complexity that you can't magically solve.
The post you're mocking attempts to draw a helpful analogy. Maybe it helps the original author who said they couldn't find an explanation of monads that they liked. Maybe it doesn't help.
I don't see how name calling such conversation as "ivory tower" helps anyone
No such path of learning is ever presented for any of postmodernism. The twin obsessions of (a) treating only primary sources as authoritative , coupled with (b) the dense jargon of the primary sources that makes it unreadable to anyone but the experts is what makes postmodern philosophy unapproachable.
This forces people to discredit much if postmodernism. It seems to be a community that refuses to expand and make approachable their work, while claiming that their work has important ramifications. That reeks of snake oil salesmanship to me.
Zig is young. They're spending their time maturing the core ecosystem --- the compiler, the standard library, and so forth. It's perfectly reasonable to expect early adopters to "RTFS/read the fucking source". *When* they start writing documentation, I'd be perfectly happy to hear comments like "The zig documentation is crap".
At this stage of the project, I'll be honest, I find it upsetting to read comments like this.
Idempotence is handy because it implies that one can retry safely if one isn't sure whether something succeeded or failed. Not sure if your file was saved? Save again! If it was indeed saved, the file continues to be saved. If the file was not saved, it is now. Yay.
I would kill for such descriptions of every system I work with.
I ask since I have taken a course on QFT lite. We had to spend three weeks just doing tensors, and this was after everyone was comfortable with linear algebra and calculus and so forth.