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- Newsgroups: alt.philosophy.objectivism
- Path: sparky!uunet!mcsun!sunic!aun.uninett.no!nuug!nntp.uio.no!smaug!solan
- From: solan@smaug.uio.no (Svein Olav G. Nyberg)
- Subject: Meaning and Sentence (Was: Premises of "objectivism?")
- Message-ID: <1993Jan22.102812.16649@ulrik.uio.no>
- Sender: news@ulrik.uio.no (Mr News)
- Nntp-Posting-Host: smaug.uio.no
- Reply-To: solan@smaug.uio.no (Svein Olav G. Nyberg)
- Organization: University of Oslo, Norway
- References: <1993Jan21.144005.26462@nynexst.com> <TORKEL.93Jan21194341@bast.sics.se> <1993Jan21.200916.26386@ulrik.uio.no> <1jng38INNh0v@iskut.ucs.ubc.ca>
- Date: Fri, 22 Jan 1993 10:28:12 GMT
- Lines: 72
-
- In article <1jng38INNh0v@iskut.ucs.ubc.ca>, ramsay@math.ubc.ca (Keith
- Ramsay) writes:
- |> In article <1993Jan21.200916.26386@ulrik.uio.no>
- |> solan@smaug.uio.no (Svein Olav G. Nyberg) writes:
- |> |The sentence is not meaningless because it is paradoxical, but because
- |> |it is not constructive, i.e. built from elements already possessing
- |> |meaning. Paradoxical sentences just happen to be non-constructive, and
- |> |therefore meaningless. It is because they are meaningless that they
- |> |can appear to be paradoxical. If I recognize your name right, you are
- |> |a mathematician (from Sweden), so you should know this.
- |>
- |> I suspect there is some element of truth in what you are saying, but
- |> it is difficult to state exactly what "constructive" can really be
- |> taken to mean here, or what kind of "building from elements" is
- |> involved.
- |>
- |> Consider, for example,
- |>
- |> (*) If X and Y are true sentences, then (X and Y) is a true sentence.
-
- I am not speaking of building new sentences from old sentences, and
- just that. I am speaking of the elements, i.e. the concepts and
- symbols, that they must have meaning _before_ the sentence can be
- said to have meaning.
-
- |> If reference to the truth of a sentence makes that other sentence
- |> being referred to part of the "construction" of the sentence, then it
- |> is hard to see how we can affirm a claim like (*); it can only be
- |> "constructed" after all true sentences have been constructed. So a
-
- This is not Objectivist concept theory. Using O concept theory,
- which does NOT state that a concept are all its referents, the
- dilemma is solvable. The dilemma has risen here because you want
- a concept to equal all its referents, _and_just_that_. I am here
- assuming at least SOME familiarity with Objectivist concept theory,
- as this after all is a newsgroup devoted to the discussion of
- Objectivism.
-
- |> simple-minded implementation of the idea, that the problem with
- |> paradoxical sentences lies in the impossibility of building them up
- |> from the sentences to which they refer, cuts much too deeply into our
- |> ability to discuss truth and logic in general. Your claim
- |>
- |> "Paradoxical sentences just happen to be non-constructive, and
- |> therefore meaningless."
- |>
- |> is an example of the kind of assertion which can easily fall into the
- |> "not constructive" category in such a scheme.
-
- My sentence referred to is a recognition of an abstract fact, and
- when you claim it falls for "self-reference", you are making the
- same mistake as when someone claims that the concept "concept" falls
- because of "self-reference".
-
- I won't throw books at you, but the one book that IS fundamental to
- understanding Objectivism is Rand's "Introduction to Objectivist
- Epistemology", and I think you ought to read that before commenting
- on what you BELIEVE are the problems with Objectivism.
-
- This is actually written by one who is not himself an Objectivist,
- but still considers it a worthy and interesting object of study.
-
- |> The point is that the paradoxes pose a non-trivial obstacle for a
- |> person who wants to produce a comprehensive account of language and
- |> meaning. I know of no easy solution, and doubt one is known. I think
- |> we've established now at least that a simple application of the law of
- |> identity does not suffice.
-
- "Construction" can hardly be called "a simple application of the LoI".
-
-
- Solan
-