Re: Universal grammar



groups@xxxxxxxxxxxxxxxxxxx wrote:
[...]
The search for the fundamental building blocks of natural language
keeps grabbing handfuls of air.

A very keen observation.

The search for universals has come full circle and it has become a
canon of Cognitive Linguistics that to capture the wealth of semantic
detail parametrizing language, only the actual language in use
suffices.

I am not sure if there was ever a goal of cognitive scientists to
find universals. They do want a representation of knowledge with
which they can do logical reasoning (deduction, induction, etc).

I have the impression that the OP uses the word "universal"
somewhat different from linguists. I think what he really
meant was "language-neutral representation". He is really
asking in the wrong group.

No-one has been able to find a universal representation for meaning,
any more than they have been able to find other universals.

No one has found a representation that is compact enough for
general knowledege. In other words, to understand a simple
English sentence one basically has to know the world.

But you are right. I think the issue is very closely related to that of
a general theorem prover in maths.

No, they are not related.

(I have probably missed it -- where did the OP said they were related?)

Actually, I didn't think it wasstill considered possible to build
a general theorem prover in maths.

Correct.

(and I am personally convinced that is for the same reason we
have not been able to find universals of language or meaning.)

And the reason is?

Tak
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Tak To takto@xxxxxxxxxxxxxx
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