ahmadphy
Zeno’s paradox suggests motion is impossible due to the need to complete infinitely many steps. In Newtonian physics, this is resolved by assuming space and time are continuous, and motion follows smoothly by inertia.
But is it conceivable to imagine a hypothetical universe where space and time are structured (e.g.in a nonstandard way ) such that Zeno’s paradox holds literally yet objects still obey a law of inertia in some consistent form?
But is it conceivable to imagine a hypothetical universe where space and time are structured (e.g.in a nonstandard way ) such that Zeno’s paradox holds literally yet objects still obey a law of inertia in some consistent form?
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