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Veritas6
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What do you make of this part of Aaron Boyden’s review of Edward Feser’s “Five Proofs” book?: "In an essentially ordered series, each member depends on a previous member for its continued existence. This requires that each member of the series be simultaneous . I’m not sure that making it simultaneous makes the infinite series any more impossible, but perhaps more importantly it is far from clear to me that there’s any reason to suppose there are such things . His examples of essential ordering involve chains of causes that extend through space, so if they truly are essential orders, they would appear to violate relativity .
[Feser would probably] say the examples are only for sake of illustration; the real simultaneous causes are also all in the same places, and so no violation of relativity. That seems to be his view in his book on Aquinas. But if so, he needs to work a lot harder to prove that there are such simultaneous causes; providing examples of non-simultaneous causes certainly doesn’t do anything to establish that simultaneous causes must also exist." @Wesrock @rom
[Feser would probably] say the examples are only for sake of illustration; the real simultaneous causes are also all in the same places, and so no violation of relativity. That seems to be his view in his book on Aquinas. But if so, he needs to work a lot harder to prove that there are such simultaneous causes; providing examples of non-simultaneous causes certainly doesn’t do anything to establish that simultaneous causes must also exist." @Wesrock @rom
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