3 ms·
Compute the first step of the first machine. Compute the second step of the first machine and the first step of the second machine. Compute the third step of
by optimalsolver 4y ago
Compute the first step of the first machine.
Compute the second step of the first machine and the first step of the second machine.
Compute the third step of the first machine, the second step of the second machine...
http://www.amirrorclear.net/academic/ideas/simulation/index.html http://www.amirrorclear.net/academic/ideas/simulation/index....
- mjburgess 4y agoGood article. The issue is that his parallel computation isn't itself a Turing machine. If you build a system which can "keep pace with the diagonalization argument", necessarily, it isnt a computer. No computer can process at the rate real numbers require, this is another way of stating the Cantor result. If you build a computer (here, note, computer = an abstract mathematical formalism over discrete numbers), you cannot compute fast enough. I happen to think reality, esp. spacetime, is geometric (ie., real-valued) though empirical measures of it are, of course, just a discrete approximation.