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Edward Hamilton's avatar

Leibniz seems to variously anticipate both relativity and modern field theories, though translating from his language to modern theory is difficult enough that it's hard to infer how well the correspondence works. The "extension" idea seems very much like what we would call "volume" today, as the property of an object (which he'd distinguish from any property of empty space).

Volume is mostly a function of quantum statistics rather than what we'd call "force" in the intro-physics sense, though I think statistical interactions would fall under the larger umbrella that Leibniz means in his use of the word force. Electrons define volume (and photons do not) because of fermionic statistics, not because of "mass" -- massless fermions would define a volume in a way that massive bosons could not. That seems like an essential vindication of relational views of spatial extension.

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