I believe according to quantum mechanics the smallest unit of length is Planck length and all distances must be finite multiples of it.
This is what I’m given to understand as well. Doesn’t this take the teeth out of Zeno’s paradox?
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I believe according to quantum mechanics the smallest unit of length is Planck length and all distances must be finite multiples of it.
This is what I’m given to understand as well. Doesn’t this take the teeth out of Zeno’s paradox?