(February 29, 2012 at 5:46 am)Abracadabra Wrote: The calculus limit has nothing to do with Zeno's objections concerning the idea of being able to actually complete an infinite number of tasks. They simply have nothing to do with each other at all.
When a mathematician asserts that the real numbers are isomorphic to the ring of cauchy sequences in the rational numbers modulo said sequences that converge to zero, how does this fail to assert that we can treat the product of an infinite number of tasks as a completed object?
