Posted on 05/23/2003 3:59:51 PM PDT by unspun
| The Absurdity of 'Thinking in Language' | |||||
| This paper has been read to the University of Southern California philosophy group and the Boston 1972 meeting of the American Philosophical Association, as well as to the Houston meeting of the Southwestern Philosophical Society. Appeared in The Southwestern Journal of Philosophy, IV(1973), pp. 125-132. Numbers in "<>" refer to this journal. | |||||
|
|
|||||
|
|||||
Then isn't absurd for you to participate in it?
Spinner, what's absurd is that you to think I'm 'participating'. Kibitzing the comics from the peanut gallery was a old and honored vaudville tradition.
My liferaft analogy has a connection to Ayn Rand material. In an incredible Rand essay about the molding of humans by their masters, she writes ...
Man's mind is his basic means of survival -- and of self protection. Reason is the most selfish human faculty: it has to be used in and by a man's own mind, and its product -- truth -- makes him inflexible, intransigent, impervious to the power of any pack or any ruler. Deprived of the ability to reason, man becomes a docile, pliant, impotent chunk of clay, to be shaped into any subhuman form and used for any purpose by anyone who wants to bother.
From "The Comprachicos" -- an essay within a collection titled "The New Left: The Anti-Industrial Revolution"
The debate about Platonism started long before our discussion and has been engaged by some of the most gifted minds of all time. We will not settle it here, but for Lurkers who want to know more about Platonism, Id like to offer a few excerpts:
Barrow explains Platonism this way:
Barrow goes on to discuss Platonic views in detail. The most interesting idea is what Platonist mathematics has to say about Artificial Intelligence (it does not think it is really possible). The final conclusion of Platonism is one of near mysticism. Barrow writes:
Do there exist mathematical theorems that our brains could never comprehend? If so, then Platonic mathematical realms may exist, if not then math is a human invention. We may as well ask, "Is there a God?" The answer for or against does not change our relationship to mathematics. Mathematics is something that we as humans can understand as far as we need.
Platonized Naturalism is the view that a more traditional kind of Platonism is consistent with naturalism. Traditional Platonism is the realist ontology that recognizes abstract objects, i.e., objects that are nonspatiotemporal and outside the casual order. The more traditional kind of Platonism that we defend, however is distinguished by general comprehension principles that assert the existence of abstract objects. We shall argue that such comprehension principles are synthetic and are known a priori. Nevertheless, we claim they are consistent with naturalist standards of ontology, knowledge, and reference. Since we believe that Naturalized Platonism has gone wrong most clearly in the case of mathematics, we shall demonstrate our claims with respect to a comprehension principle that governs the domain in which mathematical objects, among other abstracts, will be located. This is the comprehension principle for abstract individuals, and in what follows, we show that our knowledge of mathematical truths is linked to our knowledge of this principle. Though we shall concentrate the argument of our paper on this particular principle, we believe that similar arguments apply to corresponding comprehension principles for properties, relations and propositions.
Hank, I am nothing. I have no credentials. I am no academic. But some of these who disagree with you are true intellectual heavyweights. I leave it in their capable hands to affirm or debunk my assertion.
See? You don't grok (and your reasoning above is specious incidentally), so QED. :-)
Hint: If the data loss amounts to a regular noise floor, it generally means that data has been reduced by a stochastic function i.e. low value bits have been discarded, so that you can squeeze the important stuff through the remaining headroom. By your reasoning, analog tape couldn't possibly record anything but garbage because it stores audio in a format that necessarily reduces the fine detail of the original sound to a much smaller "alphabet". By discarding low-value transient patterns, the economy of data transmission (whether human language, audio, or otherwise) is greatly increased with only a slight loss in communicated value.
Sure, a recording of a live performance of Beethoven's 9th doesn't sound quite like being at the live performance, but it is close enough that you can certainly tell it is Beethoven's 9th and in quite a bit of detail at that, without the cost of transporting a concert hall and a symphony orchestra every time you want to hear it. Communicating with perfect fidelity generally isn't possible in the real world, so we quantize for economy. Human language doesn't have a special status that allows it to bypass mathematics.
The human language words "I love you," surpasses all within mathematics.
I'm not a mathematician, but I suspect the value of Pi could be affected by the curvature of space. If truely "flat" planes do not exist in reality, then the value of Pi is constructed (and imaginary).
I haven't responded to you directly because I have not read Ayn Rand and am trying to shake my impressions of her philosophy so that I can give her material a reading without the negative prejudice I currently hold. PatrickHenry gave me some "starting points."
You and I are complete opposites on matters of theology and neither of us are malleable. Our theological views permeate our thinking and language - and thus I see no useful result from a lengthy discussion.
You might however enjoy reading the second article linked at post 684 if you are interested in Platonism or Mathematics.
As far as I can tell, this statement is semantically null.
One of the reasons I always seek out betty boop's posts (especially late into a thread) is that she unravels the techno-jargon so that I can access it, too. The effort is much appreciated.
We still use plane geometry everyday to calculate area because the specificity of the geodesic is not relevant in most circumstances. Likewise, Newtonian physics serves many purposes even though we would not use it in the space program. And the particle physicists continue to gather information and develop technology even though the field theory offers greater clarity in understanding the structure of the physical world.
Hey, A-Girl! Why so reluctant to put one of your toes in the water? Get a paperback copy of Atlass Shrugged and try a few chapters. You can always toss it out if you don't like it. It's just a novel.
[Wild, uncontrolable hugs!]
Hogwash. All languages heavily overload words in a context sensitive manner. "Manifold" can mean a number of wildly different things depending on the context, but there is a conceptual relationship to the base word in all those cases. It doesn't matter whether you are a mathematician or an auto mechanic.
Just because you do not understand an overloaded application of a word (or do not care to) does not mean nobody else does. At least the overloaded term gives someone not familiar with it some vague conceptual idea as to what the term means in a particular context. Humans don't have the brain capacity to spare to invent and remember new words and linguistic structures for every individual idea or concept we come up with. English already has a million or so words. If you want to give every context its own unique word, you'd have to increase the language size by a few orders of magnitude. Overloaded terminology is much more economical.
There I was, trying to formulate the best response I could, when - low and behold - I read tortoise's reply! All I can say is "ditto!"
Thank you so much for the excellent post, tortoise! The "manifold" example is superb.
We have to stop making statements like that because they are delimiting and they discourage pondering about other possibilities and probabilities. God is quite capable of creating circles that don't conform to p as we know it.
Mathematics is a notational representation of human logic, flawed and otherwise. The notation is man-made and is figuratively and literally Greek to most people. Math has evolved and will continue to do so, and is a long way from being perfect, IMO
I've never been "into" fiction, because it feels to me like a waste of words (and time) as the author carefully describes everything to a gnats hair. Im sure all those words are like music to some, but Im most comfortable when narrative is reduced to bare essentials (LOL!)
Hogwash.
Nope, -- opinion.
All languages heavily overload words in a context sensitive manner.
That line is a fine example of attempted 'jargon'. We have a millon words in the english language. You can say what you mean without using "heavily overload words in a context sensitive manner".
"Manifold" can mean a number of wildly different things depending on the context, but there is a conceptual relationship to the base word in all those cases.
How droll. Is there a point hidden in that sentence? Where?
It doesn't matter whether you are a mathematician or an auto mechanic Just because you do not understand an overloaded application of a word (or do not care to) does not mean nobody else does. At least the overloaded term gives someone not familiar with it some vague conceptual idea as to what the term means in a particular context.
You seem to have "overloaded" on your mind. Great jargon word. -- Meaningless in this context, as you can see by lining it out. Proves my point as to its being jargon..
Humans don't have the brain capacity to spare to invent and remember new words and linguistic structures for every individual idea or concept we come up with. English already has a million or so words.
Yep. -- That was my point. The heavyweights have no need to invent new meanings for the 'in crowd'... Doing so is a form of fraud. - They invent jargon to pretend to have invented new ideas.
If you want to give every context its own unique word, you'd have to increase the language size by a few orders of magnitude. Overloaded terminology is much more economical.
Sure thing, -- thus, [using jargon] is also, -- a lot easier than actually having to explain yourself in our common language.
Disclaimer: Opinions posted on Free Republic are those of the individual posters and do not necessarily represent the opinion of Free Republic or its management. All materials posted herein are protected by copyright law and the exemption for fair use of copyrighted works.