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Whether we adhere to the Neo-platonistic view of Numbers and Mathematical Objects as “REAL”, or prefer the Formalistic contention that they merely represent formally constructed structures and relationships, it appears that their underlying QUANTIZED nature is ultimately inherent. ... Does this intrinsically quantized nature mean that not only our Physics but, sadly enough, even our Mathematics [as it stands today] is doomed (i.e. breaks down) when it comes to penetrating "beyond" the Planck Scale?
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Obviously, I am asking this question from a "Philosophy of Mathematics" point of view, however, should you have any physical and/or applied mathematics insights to offer, I would be eternally grateful! :-)
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Thank you for your comments.
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2007-10-28
19:25:39
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6 answers
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asked by
Anonymous
in
Arts & Humanities
➔ Philosophy