I'm presenting this hypothetical scenario to critique Wittgenstein's idea that language use is sufficient as a foundation. The main point is to stress the necessity of a robust foundation for language, especially if we claim it's rooted in community or "Form of Life." — schopenhauer1
Yes, that's true. I'm a bit inclined to say the W sees that "fuzzy non-linearity" as inherent in all concepts. — Ludwig V
I'm sure there's a lot of quick and dirty solutions and heuristic dodges involved. — Ludwig V
Yes. There isn't a way of resolving that without going beyond that way of thinking. W's does that. His appeal to games, practices, forms of life etc. is an attempt to explain it. As a general thesis, it is quite unsatisfactory, (cf. God of the gaps) — Ludwig V
That works in some ways. But the picture of the world out there, waiting to be "carved at the joints", is partial. The world reaches in and prods us, tickles us, attracts us and repels us. We do not start out as passive observers but as engaged actors in the world - which does not always behave in the way that we expect. — Ludwig V
I think the intention is to distinguish between a heuristic which may be useful in some circumstances, but not in all, and how we would settle the question whether the output of the heuristic is correct or not. — Ludwig V
Some focus would help — Ludwig V
A computer with the most advanced algorithms and computations, and even "error checking" mechanisms that are a kind of "self-check", gets nowhere closer to that thing having "meaning" (to itself), because nothing internal made it "meaning-ful". — schopenhauer1
I agree with that. Though Wittgenstein would ask what makes the sign-post point? Again, there's a practice of reading sign-posts, which we all somehow pick up/learn. Perhaps by recognizing a similarity between a pointing finger and the sign-post. — Ludwig V
I like Hume's response - essentially that it is not possible to refute the argument but it has no power to persuade me to believe the conclusion. — Ludwig V
There's a nest of complications buried in that. — Ludwig V
In one way, it depends on whether I had that rule in mind when I gave the answer. — Ludwig V
But I am learning from this. One result is that I now know how to defuse Goodman's "grue". Another is that it seems that Kripke has made the private language argument superfluous. I need to think about that. A third - minimal - result is that Kripke has added to the stock of examples that pose Wittgenstein's problem. The fourth is that I notice that we have all appealed to the wider context, both of mathematics and of practical life to resolve it. Kripke's case is effective only if we adopt his very narrow view, The wider context makes nonsense of it. (I'm not saying that a narrow focus is always a bad thing, only that it sometimes gets us into unnecessary trouble.) — Ludwig V
Behaviorist camp where language is a part of an organic system. — Paine
I think we can agree here. I am not saying we have some a priori definitional understanding per se, just that we need some sort of mental experience for meaning to obtain, period. — schopenhauer1
Public is a shared internal understanding of use, which is internal — schopenhauer1
Eh, this gets awfully close to the problem of a hidden dualism. The mental quickly gets covered up with behavior or process, trying to hide evidence of the mental — schopenhauer1
A program that requests and retrieves data. Is that meaning? It makes requests, the requests are used for various outputs. Are these requests actually "meaning-ful? — schopenhauer1
my point, or RussellA rather, is that Witts premise about “use” cannot be solely what picks out meaning. — schopenhauer1
But whatever you want to call it, that is an internal mental phenomenon that has to take place. Not only that, there has to be a sort of internal “understanding” in order to use the word. — schopenhauer1
And the intersubjectivity part, requires the mental aspect, exactly which supposedly doesn't matter in the beetle-box. But it does, sir. — schopenhauer1
How can they be consistent if they don't yield the same results. — Janus
No, I wasn't referring to gibberish. — Janus
All that seems irrelevant. — Janus
I don't think that's a particularly interesting result. Rules are instructions, so they aren't either true or false. That is, the rules of chess are not true or false; but they do yield statements that are true or false, such as "Your king is in check". — Ludwig V
Yes, but that doesn't mean that we cannot have ways of responding to, and dealing with, problems as they come up - if necessary, we can invent them - as we do when we discover irrational numbers, etc. or find reasons to change the status of 0 or 1. In the case of 0, we have to modify the rules of arithmetical calculation. — Ludwig V
What other "strange rule" have I been using? — Janus
Basic arithmetical procedures are simply the infinite iterability — Janus
I agree that many rules have been extrapolated out of these basics, but the extrapolations are not arbitrary in the kind of way quaddition is — Janus
Arbitrary rules like quaddition do not yield reliably workable results, or at least I haven't seen anyone showing that they can — Janus
I don't know what you mean when you talk about a rule being objectively true. — Janus
I would say that the only intuitively self-evident truths are logical or mathematical, and I don't see that as being merely a subjective matter. — Janus
The truth of scientific theories is not intuitively self-evident in any way analogous to the truth of basic arithmetical results — Janus
So, scientific theories are never proven. That the math involved in thermodynamics is sound may be self-evident, but that doesn't guarantee that it has anything to do with some putatively objective reality — Janus
How can a child successfully use the word "mwanasesere" if they don't know what is means? — RussellA
But the problem leads to my personal concepts of "pen" and "Eiffel Tower", both of which are unique to me, as they have developed over a lifetime of experiences that only I have had. — RussellA
We have to learn the meaning of a word before we can use it successfully. — RussellA
My concept of "peffel" is inaccessible to others as my concept of violet is inaccessible to others. Can you describe in words your personal experience of the colour violet to a colour blind person? — RussellA
Girard's Ludics is a formalisation of this pragmatic idea of meaning as interaction — sime
I'm suggesting such knowledge is not out of reach. To show that it is out of reach would require ignoring all the people who claim to have such knowledge, or proving they do not. . . — FrancisRay
Ah. I didn't say this and would argue against it. You're conflating consciousness and experience, but I;m suggesting that the former is prior to the latter. — FrancisRay
Bear in mind that experience-experiencer is a duality that must be reduced in order to overcome dualism. . . — FrancisRay
There are no primitive concepts or experiences. This was shown by Kant. — FrancisRay
For a solution one would have to assume a state or level of consciousness free of all concepts and prior to information. — FrancisRay
and information theory requires an information space, and the space comes before the information. . — FrancisRay
If you believe this you will never have a fundamental theory and will will have to live with the 'hard' problem. forever. I wonder what leads you to believe this when it is just a speculation. If you believe this then much of what I'm saying will make no sense to you. I would advise against making such assumptions, or indeed any assumptions at all. , . — FrancisRay
Yes, that's part of W's point. We can apply the rule to imaginary or possible cases, but we have to formulate them first. We cannot apply a rule to infinity. Hence mathematical induction. — Ludwig V
I think it is arguable that nearly all humans find counting and the basic arithmetical operations intuitive, so it's not arbitrary, Mathematicians have specialized skills that enable them to find things intuitive that the layperson cannot even comprehend because they don't have the requisite training or ability.
It looks like we are going to continue to disagree, but that's OK with me. I believe I would change my mind if given good reason to, but I haven't seen anything approaching such a reason thus far. — Janus
Even if you could come up with something, that wouldn't change the fact that addition is intuitively gettable, while the alternative is just some arbitrary set of rules that happened to work, and which would be parasitic on the gettability of addition in any case. — Janus
If they don't make any difference, how are they alternative?
On the other hand, it is perfectly possible for two or more of us to get along quite well for a long time with different interpretations of the same concept or rule. The differences will not show themselves until a differentiating case turns up. This could happen with quaddition or any other of the many possibilities. Then we have to argue it out. The law, of course, is the arena where this most often becomes an actual problem. — Ludwig V
What is fundamental to understanding concepts is not their definition, but knowing how to apply the definition. That is a practice, which is taught. Learning to count and measure defines number and quantity. — Ludwig V
As stipulated the rules of quaddition do provide different outcomes: — Janus
unnecessarily pessimistic — FrancisRay
This would be a hopeless approach for for the reasons you give. A fundamental theory must look beyond computation and intellection. — FrancisRay
But if you think human beings are are intelligent machines or one of Chalmers' zombies then I'm afraid you're stuck with the hard problem for all eternity. This assumption renders the problem impossible. . — FrancisRay
Quaddition seems to arbitrarily countermand the natural logic of counting and addition; the logic that says there is neither hiatus nor terminus. — Janus
I think some people would assume that means I end up a behaviorist — frank
