On Mon, Jun 8, 2015 at 2:20 PM, Bruno Marchal <[email protected]> wrote:

>
> On 08 Jun 2015, at 15:58, Terren Suydam wrote:
>
>
>
> On Thu, Jun 4, 2015 at 1:59 PM, Bruno Marchal <[email protected]> wrote:
>
>>
>> On 04 Jun 2015, at 18:01, Terren Suydam wrote:
>>
>
> OK, so given a certain interpretation, some scholars added two hypostases
> to the original three.
>
>
> It is very natural to do. The ennead VI.1 describes the three "initial
> hypostases", and the subject of what is matter, notably the intelligible
> matter and the sensible matter, is the subject of the ennead II.4.
>
> It is a simplification of vocabulary, more than another interpretation.
>
>
>
> Then, it appears that you make a third interpretation by splitting the
> intellect, and the two matters.
>
> What justifies these splits?
>
>
> I am not sure I understand? Plotinus splits them too, as they are
> different subject matter. The "intellect" is the nous, the worlds of idea,
> and here the world of what the machine can prove (seen by her, and by God:
> G and G*).
> But matter is what you can predict with the FPI, and so it is a different
> notion, and likewise, in Plotinus, matter is given by a platonist rereading
> of Aristotle theory of indetermination. This is done in the ennead II-4.
> Why should we not split intellect and matter, which in appearance are very
> different, and the problem is more in consistently relating them. If we
> don't distinguish them, we cannot explain the problem of relating them.
>
>
Sorry, my question was ambiguous. What I mean is that after adding the two
hypostases for the two "matters", you have five hypostases, the initial
three plus the two for matter.

Then, you arrive at 8 hypostases by splitting the intellect into two, and
you do the same for each of the matter hyspostases. My question is what
plain-language rationale justifies creating these three extra hypostases?
And can we really say we're still talking about Plotinus's hypostases at
this point?

Terren



>
>
> And can you make this justification in plain language in a way that
> doesn't appear to be a "just so" interpretation that makes it easier for
> AUDA to go through?
>
>
> God, or the One,  is played by the notion of Arithmetical Truth. Machines
> and humans cannot know it, or explore it "mechanically", and it is the
> roots of the web of machines dreams, but also of their semantics, in a
> large part.
> The Nous, is what machine can prove about themselves, and their remation
> with God, etc.
> The Soul, is where the machine proves true things, but not accidentally:
> as it is defined by the conjunction of p and the provability of p, for any
> (arithmetical) p. It is the idea of Theaetetus, that Plotinus might use
> implicitly (according to Bréhier), and which just works: it give a logic of
> an unameable, non-machine, knower.
>
> For matter; you want that the "measure one" for an event/proposition is
> certain, when it is true in all consistent continuation (this asks for []p,
> technically), but also, by incompleteness, this asks fro the diamond <>t
> (consistency, having a model, having at least one continuation, not
> belonging to a cul-de-sac world (all those things are mathematically
> equivalent in our setting). So prediction 1 (like the coffee-cup in the
> WM-duplication + promise of coffee made at both reconstitution place) would
> be []coffee & <>coffee. There is a coffee in all my extensions, and there
> is at least one extension (the act of faith made explicit).
> So the logic of physical "yes" is given by []p & <>t, with p sigma_1 (to
> get the restriction on the universal dovetailing). That corresponds to
> Plotinus theory of the intelligible matter, and that gives a pair of
> "quantum logic" (by applying a result of Goldblatt).
> The same with the sensible matter, where we replay the original idea of
> Theatetus, on intelligible matter.
>
> Actually, we get also a quantum logic with the first application of the
> Theaetetus, which put some light perhaps why Plotinus ascribe the roots of
> matter already to the soul activity. I thought at first that arithmetic
> would refute that idea of Plotinus, but the math confirms this.
>
> I will have to go, and will be slowed down more and more, as I have the
> June exams now. Feel free to ask any question though. But you might need to
> be patient for the comment/answers.
>
> Bruno
>
>
>
>
>
> Terren
>
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