Zeno's arrow and classical phase space logics
We analyze the Zeno's familiar paradox of the arrow using recently developed non-Boolean derived logics for classical systems. We show that the paradox depends upon a premise that is identically false in such logics, so that the language of experimental propositions is immune to the paradox.
Westmoreland, Michael and Schumacher, Benjamin, "Zeno's arrow and classical phase space logics" (1994). Foundations of Physics Letters 7(3): 259-271. Faculty Publications. Paper 289.
Foundations of Physics Letters