Oh, what if the Riemann hypothesis is such a statement then? Or any other mathematical statement. We may not have any use for them now, but as with all things math, they are sometimes useful somewhere unexpected.
bitfucker
joined 11 months ago
No, see Gödels Incompleteness theorem
Yes.
Man, what a shame about the purge before. But then again, many heads take its place (via many repo) so I guess it's a win.
Or you can use 100% with countdown and skip options
I personally think that if valve with their size managed to make a game and maintain their infrastructure for other publishers to use, wtf did the competitor do this whole time?
...range from significant scientific laws such as Newton's laws of motion, to humorous examples such as Murphy's law
Wait, I thought Murphy's law is actually a serious one.
Damn, I imagine how you would try to imagine a higher dimensional construct.
I do have a vivid imagination, but when I imagine doing something disgusting voluntarily I can anticipate it. Not so much when I imagine it from hearing or reading a story and in the middle of imagining things.
Genuinely curious, why did the south send the balloon in the first place? The article only mentioned that it was led by activists and North Korean defectors.
If that was an oversight from the south, that looks really bad IMHO. Look how we treat balloons sent by China that is immediately shot down. It could very well hide a weapon/surveillance instead of leaflet and hence the raising tension.
It's the dino disappointing some other dino because he thought they would never meet again in their lives. And yet they meet.
Math is also used to make a statement/model our universe. And we are still trying to find the theory to unify quantum mechanics and gravity. What if our math is simply inconsistent hence the theory of everything is not possible within the current mathematical framework?
Sure when you are solving the problems it is useless to ponder about it, but it serves as a reminder to also search for other ideas and not outright dismiss any strange new concept for a mathematical system. Or more generally, any logical system that follows a set of axioms. Just look at the history of mathematics itself. How many years before people start to accept that yes imaginary numbers are a thing.