Hi Joe
Isn't the emergence of mathematical theory and ideas
and the history of mathematics the most clear expression
of what DQ is all about? What we currently possess as
achievements in mathematics is very high quality SQ of
course. Also the vast theoretical exploration in maths of
forms and possibilities that are conceivable and yet not
related to anything actual or directly experienced points
to the significance of the possible that we explore in
experience and is greater than even the wondrous
fullness of the actual.
Does the MOQ see any clear distinction between experiencing
actual patterns and imagined patterns? Are they all real in
the MOQ? How do we tell imagined and actual patterns apart?
I have a view but what do others think?
Regards
David M
-----Original Message-----
From: Joseph Maurer
Sent: Monday, June 03, 2013 8:12 PM
To: [email protected]
Subject: Re: [MD] theories of truth
Hi David and All,
There is a difference in logic between Metaphysics and Mathematics!
There is no indefinable DQ in mathematics.
0: a cipher, the symbol of the absence of quantity. Mathematics
DQ indefinable quality, SQ definable quality. Metaphysics DQ/SQ
DQ, metaphysical reality, is indefinable, not a number.
Joe
On 6/2/13 4:09 AM, "David Harding" <[email protected]> wrote:
djh:
There are different pespectives of the MOQ dmb. There is the
intellectual perspective which you seem to be stuck in. And there is also
a
'perspective' of the MOQ which is *outside*, *before* and actually the
'perspective' which *creates* the intellectual level. This is the
non-'perspective' of DQ. To repeat myself - the MOQ *expands rationality*
by
including this 'perspective' and other value perspectives as part of its
metaphysical structure. From a DQ or strictly mystic understanding -
static
quality is evil and degenerate. RMP and myself can intellectually say
that.
Why can't you?
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