But I don't see the mechanics of how it would work. Rewind to October 2022. How, exactly, does the money* invested in AI since that time get redirected towards whatever issues you find more pressing?
*I have some doubts about the headline numbers
But I don't see the mechanics of how it would work. Rewind to October 2022. How, exactly, does the money* invested in AI since that time get redirected towards whatever issues you find more pressing?
*I have some doubts about the headline numbers
I grew up in circumstances that were very much "broke"/"feeling poor" and it took a long time to learn that we really weren't poor. Some of the simple actions that are mis-directed towards the truly poor (second job, DIY car/home maintenance, better financial planning) would have elevated our circumstances quite a bit. Not to the point of being rich, but definitely to less precarious circumstances. And, selfishly, I would likely not have spent my childhood feeling like an impoverished outcast from my peers.
Me: Lifelong, native-born citizen of a western nation. 1 or 2 international trips of less than 2 weeks each year.
Author: Immigrant to his country of residence. Applying or soon to apply for citizenship or permanent residency. Has taken multiple, lengthy international trips and also appears to have had immigration status in different countries .
Conclusion: If you are more like me than the author then international travel will not require navigation of arcane and contradictory rules.
I get that author learned a new-to-him technique and is excited to share with the world. But to this dev, with a rapidly greying beard, the article has the vibe of "Hey bro! You're not gonna believe this. But I just learned the Pope is catholic."
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I learned that subtraction was the same as adding a negative number sometime around second grade, and I learned (then forgot) the trigonometric angle-sum identities in tenth grade. And that was even with the handicap of having to attend school in the US.
And, just above the text you're complaining about, he even provides a straightforward geometric proof of the angle-sum identity! So you don't even have to know it to read the article! You just have to know what a cosine is! I learned what a cosine was in eighth grade because I wanted to program a game where objects would fly across the screen at a constant velocity but a varying angle. You can learn it too!
He's not, like, invoking the convolution theorem or anything in those quotes. Although he does get into it a bit.
I think that, if you know the convolution theorem and Euler's formula, things like the production of sum and difference frequencies from the multiplication of sinusoids start to seem obvious rather than sort of random. When I was in high school they seemed sort of random. My uncle had tried to explain Euler's formula to me, along with the Taylor expansions for sine, cosine, and the exponential, but I hadn't really understood, because I didn't have the background knowledge to appreciate them then.
So much EE-related math becomes trivial (or at least not-hard) once you've internalized this formula.
What I am trying to decide is 1) Did I zone out in class when Euler's formula was introduced or 2) Did my secondary school mathematics classes just kind of gloss over it?
I lean towards 2 but unfortunately none of my college classes reintroduced the formula and I ended up making a lot of problems harder than they should have been (I have an EE undergrad).
I just don't see how the broader market is exposed to an AI crash in the way it was exposed to subprime loans. If OpenAI goes belly up is it really taking anyone else down with it?
https://www.pinkbike.com/news/netflix-in-exclusive-talks-for...
(yes Pinkbike is my source)