4 ms·
The problem isn't the fidelity of the simulation persay, it's that chaotic systems are quite literally infinitely sensitive to initial conditions.
by andbberger 7y ago
The problem isn't the fidelity of the simulation persay, it's that chaotic systems are quite literally infinitely sensitive to initial conditions.
- philwelch 7y agoSure; the possible result that the physical universe is fundamentally uncomputable is the result I find interesting.
- andbberger 7y agoThat is _not_ the result though. This has nothing to do with computability. It's about the behavior of a certain pervasive class of dynamical systems.
- philwelch 7y agoOkay, I’m missing something then.
- ryanthedev 7y agoMeh. The axiom of choice is well documented. Each initial set of conditions would create a unquie system. Look at Banach–Tarski paradox
- andbberger 7y agoWhat does this have to do with the axiom of choice?
- ryanthedev 7y agoYou implied the issue is the infinite set of initial conditions. All systems are based off the initial set of conditions. The axiom of choice. The issue is the degrees of freedom introduced with more dimensions...