987 karma · joined November 1, 2013
I did horse riding for a bit, that is not true. There is a lot of speed ranges you can choose from
> the problem is "just" gaining traction and having a good plan for moderating The Stuff People On Internet Will Upload. See GitTorrent for another (unrelated) example of a good idea that never gained traction.
maybe there is a reason why github gained traction
I mean, it is easy in the size of the graph, you constructed implicitly an exponentially large graph, I don't think it's in the spirit of GP point where the hamiltonian cycle is exponentially (in the size of the graph) hard to find
When push comes to shove I'm not sure we have enough experimental physicists...
All the optical media from hundreds of years ago degraded? What a shame
(by the way I think you have your Newton's law order wrong, that's the second one you're referering to)
This is very true but, tangentially, this is the opposite when you make drink/food for others. I found that you get the best effect when you spend a lot of effort to cook and perfect the dish but when asked, you have to pretend you basically winged it and it wasn't a hassle
I guess you are just not one of the lucky 10000
Not sure what occasional means in this contex, hard to find a train that doesn't use the grid
x + 1 = 0
to have a solution, you need to invent negative numbers, now if you want the equation
x^2 + 1 = 0
to have a solution, you need to invent complex numbers and 'i'. (Also, complex numbers, turns out, are enough for higher powers as well)
The line and plane are just convenient representations of R and C but there is nothing inherently profound about them, in my opinion
> In other words, how far has one to analyse a claim of the form 'from property A, B follows' before assenting to it depends on the agent.
Or just prove the implication instead of inventing 'informal logical paths'
> Mathematical proof is really just for convincing other mathematicians
which is precisely the point of a proof, but 'convince' means something different than you seem to think it means (in the field of mathematics)
Not more trivial but from the ones already proved and those closer to the thing you are proving. There is no need to go back to the axioms if you know, and can reference, proof of step N-1, just go from there.
There is also this 'misconception' that mathematical theorems follow from the axioms. They do, of course, but the axioms were choosen just right to make things that were working to still work, with some weird consequences like axiom of choice
If I ever go mad and I breach the 'crankpot line' this will be it. There is something in entropy that I just can't fully grasp even though I understand (or I can convince myself that I do) Shannon, Kolmogorov etc.
But very often approximately 0 percent of a code is 90+% of a runtime