Formerly u/CanadaPlus101 on Reddit.

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Joined 2 years ago
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Cake day: June 12th, 2023

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  • If it’s a really reliable source and sounds plausible, very little. Iran hit a hospital in Israel recently.

    If it’s some random person and sounds plausible, probably many repetitions from unrelated people in unrelated contexts, with some time as “word is” after a couple or few mentions. Airport security is theater and misses actual weapons all the time. I guess I should add the caveat that if it’s something easily refuted like “TSA hires out of malls” it gets promoted to fact faster, because of Cunningham’s law.

    If it sounds implausible, a lot. Like, it might be a thing I painstakingly confirm or deny over the course of years. Thermodynamics is always explained in a way that has massive gaping logical holes. It obviously empirically works, but a rigorous derivation without any sneaky tricks would probably imply a proof of P!=NP - and it took me years to work my way through enough papers and literature to confirm that.

    If it’s a source or type of source with a history of making up the sort of thing they’re saying, infinite - it will be all noise regardless of how much data there is.

    Laying it out like this, I clearly put a lot of emphasis on the motivation and past track record of sources. There’s so many things to see and measure, far too many, and there’s also lies and mistakes, so I guess one has to. That’s probably been true since the stone age, and probably drove some human evolution, although it’s intensified quite a lot in recent history.

    Note that even facts are still subject to skepticism, discussion and revision. Absolute certainty it it’s own beast, and it’s not a universally agreed-on fact that it even exists.



  • You’re from .ml, so we might not be working from the same facts, but I’d put Putin ahead of Trump at the moment for sure. Trump has more long term evil potential basically just because he’s in a very vulnerable but powerful country.

    Gaza vs. Ukraine is the obvious comparison for Netanyahu, and it probably depends on how you measure it. I’d expect there’s more actual deaths in Ukraine, but it’s a more populous country, they’re more likely to be military casualties and the non-lethal misery dealt is much lower. It’s even harder to factor in Russian operations in Africa and the rest of the world, although they’re a significant source of brutality as well.


  • Ah, so it dovetails with the whole “children get a name reasonably fast” thing. I was interpreting that as “ever, in a natural lifespan”. My bad, haha.

    I suppose a counterexample to that might be cultures which do not use script in general. Then, obviously, there’s no Unicode characters for these non-existant glyphs.

    True, but there’s little risk of a name being entered into a form without some kind of transcription.



  • If the plane doesn’t pass through $0_V$ then how would that 0 be the image of some point ?

    Answer, at risk of making it worse:

    I was assuming this is a linear projection in a (non-affine) vector space, from the beginning. All linear operators have to to map the origin (which I’ve just called 0; the identity of vector addition) to itself, at least, because it’s the only vector that’s constant under scalar multiplication. Otherwise, O(0)*s=O(0*s) would somehow have a different value from O(0). That means it’s guaranteed to be in the (plane-shaped) range.

    I can make this assumption, because geometry stays the same regardless of where you place the origin. We can simply choose a new one so this is a linear projection if we were working in an affine space.

    Can I ask why you wanted a proof, exactly? It sounds like you’re just beginning you journey in higher maths, and perfect rigour might not actually be what you need to understand. I can try and give an intuitive explanation instead.

    Does “all dimensions that aren’t in the range must be mapped to a point/nullified” help? That doesn’t prove anything, and it’s not even precise, but that’s how I’d routinely think about this. And then, yeah, 3-2=1.

    (I didn’t learn projection I think, only examples when learning matrices).

    Hmm. Where did the question in OP come from?

    They’re abstractly defined by idempotence: Once applied, applying them again will result in no change.

    There’s other ways of squishing everything to a smaller space. Composing your projection to a plane with an increase in scale to get a new operator gives one example - applied again, scale increases again, so it’s not a projection.