I guess I find the discursive and 'the rest' to be pretty entangled. — plaque flag
I like to think that there's also a discursive path to some discursive analogue of that. I do think that analysis gets us far. But of course I value ineffable experiences that I also won't try to talk much about. — plaque flag
Nice ! That's what I'm basically try to say in this thread. Of course we need account for the fact that there are many of us, each of us the being of the 'same' world from a different 'point of view.' — plaque flag
t could be. And I could end up revising my beliefs. All I can do is sincerely think and be open and be critical, and so on. — plaque flag
How so ? This voidness ? — plaque flag
In my view, 'pure' subjectivity is so radically transparent that it's really just the being of the world. I claim that the world has no other being. Or, at least, that we can't know of make sense of some other kind of being than our own (the world's ) perspectival kind.
But I'd be glad to hear more about this 'end before our beginning' as spoken of by Jesus.
But, for me, that seer would only be in a beautiful semi-discursive frame of mind. — plaque flag
But it should maybe be mentioned that identifying true being with the unchanging is not obviously the way to go, however traditional. — plaque flag
We may have to disagree here. I don't accept Kant's idea (or what is often taken to be his idea) that we are cut off from reality. — plaque flag
I think we are always already 'in' reality, seeing reality. Indeed the vanishing subject, in my view, is reality-from-a-point-of-view. '
But I do very much think that some perspectives (some conceptual articulations of reality) are richer and more adequate than others. I think we do agree on the value of some kind of scientific rational approach.
The one constructed in the proof. When you read the proof, you see the G that is constructed. — TonesInDeepFreeze
Of course you're free to investigate whatever you like. On the other hand, for example, the undecidability of the halting problem, which is another way of couching incompleteness, has implications for actual computing.
Metaphysics is not usually formulated as a formal system. On the other hand, if you state a formal system, we can see whether it has the attributes to which the incompleteness theorem applies.
Of course. Anyone, including advanced mathematicians, may ignore it and still work productively.
Thanks. I'll check the reviews but am not hopeful. . ,Read 'Godel's Theorem' by Torkel Franzen. He discusses your question in layman's terms.
I'd wager that most of 'em would say not so much. — plaque flag
Understood. But, for me anyway, there's no authority beyond something like our own earnestly critical investigation of the matters themselves.
I'm not against that. Indeed, I agree with Hegel that the finite is 'unreal,' 'fictional,' [merely] conventional. Reality is one and continuous. I also like Ecclesiastes: all is hebel. Everything is 'empty.' See there how the great void shines.
I'd say metaphysics is a kind of grand science, and that it projects illuminating metaphors on the whole of reality. For instance: 'all is vanity [empty].' Or: 'all is one [connected, interdependent].' Of course people like to say that 'all is mind' or 'all is matter' too. Or that all is God creating and recognizing itself. Or that all is 'a tale of sound and fury signifying nothing.'
You mention 'truly real,' which is like 'really real.' I'm not against it, but the question for me is almost always one of meaning. What does is mean to call something 'real' ?
But is it important beyond mathematics ? — plaque flag
Why would it be a catastrophe? — Skalidris
To be clear, the problem is not people who can't understand the mathematics, but those (not necessarily ones lately in this thread) who refuse (through years and years of their ignorant, confused, and arrogantly prolific disinformational posting) to even read the first page of a textbook on the subject. Such people are a bane and toxic to knowledge and understanding. — TonesInDeepFreeze
The basic idea of what the theorem says can be stated roughly in common language:
If T is a consistent theory that expresses basic arithmetic, then there are sentences in the language for T such that neither they nor their negations are provable in T; moreover, either such a sentence is true or its negation is true, so there are true sentences not provable in T. — TonesInDeepFreeze
The basic idea of the proof is not as easy to say in common language, but we have:
For a consistent, arithmetically expressive theory T, we construct a sentence G in the language of T such that G is true if and only if G is not provable in T. Then we prove that G is not provable in T. But this cannot really be understood and be convincing if one doesn't study the actual mathematics of it; otherwise it can seem, at such a roughly simplified level, as nonsense or illegitimate trickery, though it is not, as would be understood when seeing the actual mathematics, not the oversimplified common summary.
Mathematically, there is no legitimate debate about the theorem. It is as rock solid a mathematical proof as any mathematical proof. It can be reduced to methods of finitistic constructive arithmetic.
In the philosophy of mathematics and philosophy of computability, there are different diverging perspectives about the theorem.
In any case, one cannot reasonably philosophize about the theorem without actually understanding it mathematically as a starting point. I wouldn't make claims about the philosophy of mind based on studies about the electrical chemistry of the human brain without first really understanding those studies. Should be the same with metaphysics referring to mathematics.
So I'm not against your approach, — plaque flag
but I favor an inclusive approach. It's all real. Confused daydreams are real, and they exist in the style of confused daydreams. All entities are semantically-inferentially linked in a single nexus. Language is directed at the one common world.
FWIW, I think a certain kind of knowledge strives to transcend both time and space --to be valid or worthy at all times and places. But this is the only kind of negation of space and time I can make sense of. It's a negation of the relevance of where 'o clock for the divine thinking that is everywhen and all ways. — plaque flag
So are you saying that space is an illusion ? Along with time ? — plaque flag
I mean the idea of something existing which cannot even in principle be perceived, something like 'things in themselves,' when it's also assumed they are only ever mediated by appearances -- by phenomena in the crude prephenomenological sense. — plaque flag
I would say it is the pure present we only experience as a fiction , and that, most primordially, the only thing we do experience is the tripartite structure of time. — Joshs
o me it's still feels pretty bold to doubt the 'independent object.' It reads almost like impiety, even if one is an atheist. — plaque flag
I would say physics is the study of appearances as filtered though a particular set of metaphysical suppositions, what Husserl calls objectivist metalhysics. All science is doing metaphysics, but implicitly rather than explicitly. — Joshs
Heidegger would say that the notion of ‘appearance’ of a world before a subject is itself grounded in a particular metaphysical presupposition.
Husserl shows that (the 'experience' of ) time is stretched. There is no pointlike now, except as a useful mathematical fiction (the glories of R). But the gap between the so-called experience of time and time itself is also a fiction. 'Time in itself' is silly talk, 'decadent' metaphysics without an intuitive foundation. — plaque flag
Ah, I see. That's a reasonable way to understand bracketing. But phenomenology is a big tent. Husserl alone was amazingly prolific and always revising (his work is too large and complex for me to begin to pretend to have mastered it. But I see that mountain of it. And once Husserl embraced transcendental idealism (and lost some worthy followers), he was a full-fledged metaphysician doing first philosophy. Doing it pretty well often enough it seems to me. — plaque flag
Sure there is. Just read a textbook on the subject. But if you're not interested in doing that, then indeed there's little hope that you'll understand the subject.
This is a technical subject. It requires study. Just as, say, microbiology is a technical subject and you can't expect to understand results in microbiology without knowing at least the basics. — TonesInDeepFreeze
We must have radically different conceptions of phenomenology. I'd say it's largely the opposite of naive realism. Though I will grant that it sometimes comes back around to a highly sophisticated direct realism. — plaque flag
According to various textbooks, the 'transcendental ego' refers to 'subjective consciousness devoid of empirical content', namely anything that pertains to the external world or to the ego's psychological states (e.g. feelings or moods) — Wayfarer
'I don't see the world differently. Or this is still not strong and clear enough. I am the world from a different perspective. The world [so far as we can know or even make sense of ] only exists perspectively. ' — plaque flag