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punkforchrist
Guest
R Daneel:
More importantly, though, a proposition can have meaning even assuming it doesn’t exist in some possible world.
But let’s examine what happens if we accept this idea.
I’m agreeing with you for the sake of argument. I also believe that abstract objects exist as necessary concepts of the mind of God.We are going in circles. It is not the point that we, in this actual world can make correct propositions about a hypothetical world. Certainly we can. But in that hypothetical world there are NO propositions. And that is what we did agree upon at the beginning. Are you repudiating that agreement?
More importantly, though, a proposition can have meaning even assuming it doesn’t exist in some possible world.
See above.If those non-physical entities are concepts then they do not exist if there are no beings who are able to conceptualize. if those non-physical entities are no concepts, then what are they?
I’m not saying we should assume that. What I’m saying is that we need to consider the merits of the argument instead of just postulating possible worlds in which a necessary entity does not exist. As I pointed out before, I can just as easily postulate a possible world in which a necessary entity does exist. So, if one postulation doesn’t entail actual possibility, then neither does the other.Of course I don’t. It would be meaningless to assume the final outcome of the whole argument and also use it as a premise.
Brute facts are logically contingent. The meaning of a “brute fact” is this: a logically contingent fact that is unexplained.They are not contingent. They simply exist as a brute fact.
Their non-existence doesn’t mean they are without meaning.Unfortunately what you say is even formally (mathematically) incorrect. And it also presumes the acceptance of “abstract objects”, and we both agreed that this is a nonsensical proposition.
Certainly, and that’s why I listed it as an abstract object and noted that the argument will only persuade someone who believes abstract objects have an ontological status.To say that the postulated W1 = {Q1} also contains a “set” is not acceptable. A set is a logical construct, not an ontological entity.
But let’s examine what happens if we accept this idea.
I’m not sure how you get to the conclusion that there are therefore no possible worlds. One can consistently reject W1 and W1’ as possible worlds, but maintain that there are other possible worlds that contain more than one or a few contingent entities.Take the orininal W1 = {Q1}. You say that W1 is not “really” W1, rather it is W1’ = {Q1, {Q1}}. But these two worlds are not identical W1 <> W1’ (W1 prime). And further W1’’ = {Q1, {Q1}, {Q1, {Q1}}… etc. Now it is either true that W1 is a possible world, and W1’ and W1’’ are also possible worlds, not identical to W1, or none of them are possible worlds - and as such there are no possible worlds at all, including our current actual world. And that is absurd.