Abstract
Beginning with an explanation of the historically accepted solutions to Zeno's paradoxes by calculus, the implications for physics, time, and space, of the conclusion that instants in time and instantaneous magnitudes do not actually exist and that calculus has its "limits" when applied to the physical universe are explained. This includes discussion of the solution to Zeno's paradoxes, why time, space, and space-time do not exist, and why time and space cannot be quantized. The article concludes with some general comments about the work.
Peter Lynds