If two objects occupy a (shared?) space and are of finite extension, then every one of their interactions occupies a space and is of finite extension. — Daniel
Do objects occupy space or do they create it? — Joshs
Wish I read more Leibnitz — Joshs
According to Quantum Field Theory, every quantum field exists at every point of space. Particles are quanta of these fields, so (per the theory) these fields are the fundamental basis for all matter.If two objects are physical, by which I mean they occupy a space (any space) and are of finite extension - that is, neither object occupies all of the space in which they exist — Daniel
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