From: Joseph Sterlynne <email@example.com>
>If philosophy defines the terms used in science what, then, is the means by
>which these philosophical arguments are made? It seems that all
>philosophical questions ultimately become translated into scientific ones.
>This is readily apparent if one looks at the philosophy of mind literature
>today. But what is the argument that this is not happening or will not
>happen to that more general truth-searching or -defining sector of
>philosophy? That, too, is translatable into empirical terms. If you want
>to know the conditions of truth you have to know what the knower of truth
>knows. So you have to know the construction of the knower. For philosophy
>to judge the foundations of logic it must use some formal system. Which
>logic does it use?
Sorry about posting twice to the same question, Joseph, but I needed to
adjust my attitude since the last message, and now I can see how absurdly I
I failed to come close to answering your question. You ask, "Which logic does it use?"
That didn't even register the first time around. So, you believe in more than one logic. Good, that gives J. R. pause... I'll try to shift to a different logic. Wait for it... Ah! <WHATIF> Okay, now I can think in What If mode.
What if everything that can happen has already happened; not once, but an infinite number of times?
Whew! That cleared it up. Of course an SI would figure that out in a nanosecond. (And not just once, but an infinite number of times in an infinite number of nanoseconds.)
I don't know how long it took Nietzsche to figure it out, but morphic resonance, according to Rupert Sheldrake (gadfly of silly science), probably makes it much easier for the rest of us to learn of it. I think Friedrich called it "Eternal Recurrence" or something. It first occurred to me in my teens, and revisited me with its stunning implications again a few years later.
Scientifically, this hypothesis doesn't matter. Philosophically, this hypothesis removes the need to philosophize... and once again, science wins.