Oh, what is this cold fusion flap thing? I didn’t knw about it, and can’t really find information about it.
I agree, however what I had in mind was that they probably don’t just want to make simulations in which individuals can’t say wheter they are simulated or not. They may want to run these simulations in accurate and precise way, that gives them predictions. For example they might wonder what would happen if they apply such and such initial conditions to the system, and want to know how it will behave? In that case, they don’t want buge either, even though individuals in the simulation won’t be able to tell the difference.
I was joking that Fleischmann and Pons had stumbled on a bug in the simulation and were getting energy out of nowhere.
I assume that a few basic principles (e.g. non-decreasing entropy, P≠NP, Church-Turing thesis, and of course all of mathematics) hold in the simulators’ universe, which need not otherwise look anything like ours. This rules out god-like hypercomputation. In that case, one way to get accurate enough predictions is to make multiple runs with different random seeds and observe the distributions of the futures. Then they can pick one. (Collapse of the wave function!)
Oh, what is this cold fusion flap thing? I didn’t knw about it, and can’t really find information about it.
I agree, however what I had in mind was that they probably don’t just want to make simulations in which individuals can’t say wheter they are simulated or not. They may want to run these simulations in accurate and precise way, that gives them predictions. For example they might wonder what would happen if they apply such and such initial conditions to the system, and want to know how it will behave? In that case, they don’t want buge either, even though individuals in the simulation won’t be able to tell the difference.
This type of cold fusion.
I was joking that Fleischmann and Pons had stumbled on a bug in the simulation and were getting energy out of nowhere.
I assume that a few basic principles (e.g. non-decreasing entropy, P≠NP, Church-Turing thesis, and of course all of mathematics) hold in the simulators’ universe, which need not otherwise look anything like ours. This rules out god-like hypercomputation. In that case, one way to get accurate enough predictions is to make multiple runs with different random seeds and observe the distributions of the futures. Then they can pick one. (Collapse of the wave function!)