TiloXofXTanto said:
Redingold said:
TiloXofXTanto said:
Redingold said:
Do all non-trivial zeros of the Riemann zeta function have a real part of 1/2?
Depends, original rule set or Flentillian rule set.
Because the answer is either yes or Neckties.
if a tree falls in the forest and no-one is around to see it fall, does it actually fall?
ayup, because the tree is able to perceive itself falling, and surrounding trees are able to perceive it as well, it invariably passes through all points needed to count as falling.
One more question, then I'm outta here.
I have a spaceship. It travels at lightspeed. I am in a universe that is 1000 lightyears across. Now, it would take me 1000 years to reach the edge of this universe. Except, this universe is expanding. Every year, it instantaneously increases its radius by 1000 lightyears. Now, it might seem that the ship never makes it to the edge, because the edge recedes faster than it can approach, but when the universe expands, everything in it is moved proportionally closer to the edge. To get my point across, after one year of travel the ship has 999 lightyears to go. The universe then expands by 1000 lightyears, doubling it's radius. So the ship is now 2 lightyears from the centre, and has 1998 to go. After another year, it is 3 lightyears from the centre, and has 1995 to go. The universe then expands by 1000 lightyears, multiplying its radius by 1.5. The ship is now 4.5 lightyears away from the centre, and has 2995.5 to go.
Will it ever reach the edge of the universe? If so, how long will this take?