Roger,
Is God part of your reality and if so how do you experience God, or is
god just a theory.?
For me god is described by a theory.
Richard

On Sun, Nov 4, 2012 at 7:36 AM, Roger Clough <rclo...@verizon.net> wrote:
> Hi Evgenii Rudnyi
>
> Weyl makes complicated what is ultimately simple--
> reality, which is subjective, which is experiencing,
> which is now. Which is focussing your attention
> on your breath going out and coming in. This is what
> yoga teaches. Weyl does best we he touches on color.
>
> Reality is knowledge by acquaintance. The best that science
> can give us is knowledge by description. But that is
> just words, code, and words are not reality. The
> only reality is in experiencing, such as experiencing
> your breathing.
>
> Kierkegard said it much better than Weyl, when he
> stated that truth is subjective.
>
>
> Roger Clough, rclo...@verizon.net
> 11/4/2012
> "Forever is a long time, especially near the end." -Woody Allen
>
>
> ----- Receiving the following content -----
> From: Evgenii Rudnyi
> Receiver: everything-list
> Time: 2012-11-03, 14:01:41
> Subject: Weyl on mathematics vs. reality
>
>
> Some more quotes from Bas C Van Fraassen Scientific Representation:
> Paradoxes of Perspective. This time on what Weyl has said on isomorphism
> between mathematics and reality.
>
> p. 208 "Herman Weyl expressed the fundamental insight as follows in 1934:
>
> 'A science can never determine its subject-matter expect up to
> isomorphic representation. The idea of isomorphism indicates the
> self-understood, insurmountable barrier of knowledge. [...T]oward the
> "nature" of its objects science maintains complete indifference.' (Weyl
> 1934:19)
>
> The initial assertion is clearly based on two basic convictions:
>
> o that scientific representation is mathematical, and
> o that in mathematics no distinction cuts across structural sameness."
>
> p. 209 "Weyl illustrates this with the example of a color space and an
> isomorphic geometric object. ... The color space is a region on the
> projective plane. If we can nevertheless distinguish the one from the
> other, or from other attribute spaces with that structure, doesn't that
> mean that we can know more that what science, so conceived, can deliver?
> Weyl accompanies his point about this limitation with an immediate
> characterization of the 'something else' which is then left un-represented.
>
> 'This - for example what distinguish the colors from the point of the
> projective plane - one can only know in immediate alive intuition.' (Ibid.)"
>
> p. 210 "We seem to be left with four equally unpalatable alternatives:
>
> o that either the point about isomorphism and mathematics is mistaken, or
>
> o that scientific representation is not at bottom mathematical
> representation alone, or
>
> o that science is necessarily incomplete in a way we can know it to be
> incomplete, or
>
> o that those apparent differences to us, cutting across isomorphism,
> are illusory.
>
> In his comment about immediate alive intuition, Weyl appears to opt for
> the second, or perhaps the third, alternative. But on the either of
> this, we face a perplexing epistemological question: Is there something
> that I could know to be the case, and which is not expressed by a
> proposition that could be part of some scientific theory?"
>
> Evgenii
> --
> http://blog.rudnyi.ru/tag/bas-c-van-fraassen
>
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