Hi Ron, I wasn't sorry, but will have a read back through and see what's what. 

> -----Original Message-----
> From: [EMAIL PROTECTED]
> [mailto:[EMAIL PROTECTED] Behalf Of Ron Kulp
> Sent: 19 April 2007 15:45
> To: [email protected]
> Subject: Re: [MD] TOPOS - OY THIS IS IMPORTANT
> 
> 
> Jos,
> I don't know if you were following the "heads or tails" 
> thread but this
> is 
> What I was getting at with dynamic value and assumed 
> absolutes in regard
> to
> Perception.
> [snip]
> "This paper is the first in a series whose goal is to develop a
> fundamentally new way of
> constructing theories of physics. The motivation comes from a 
> desire to
> address certain
> deep issues that arise when contemplating quantum theories of 
> space and
> time.
> A striking feature of the various current programmes for quantising
> gravity-
> including superstring theory and loop quantum gravity-is that,
> notwithstanding their
> disparate views on the nature of space and time, they almost all use
> more-or-less
> standard quantum theory. Although understandable from a pragmatic
> viewpoint
> (since all we have is more-or-less standard quantum theory) this
> situation is nevertheless
> questionable when viewed from a wider perspective. Indeed, there has
> always
> been a school of thought asserting that quantum theory itself needs to
> be radically
> changed/developed before it can be used in a fully coherent quantum
> theory of gravity.
> This iconoclastic stance has several roots, of which, for us, the most
> important is
> the use in the standard quantum formalism of certain critical
> mathematical ingredients
> that are taken for granted and yet which, we claim, implicitly assume
> certain properties
> of space and time. Such an a priori imposition of spatio-temporal
> concepts would be
> a major error if they turn out to be fundamentally incompatible with
> what is needed
> for a theory of quantum gravity.
> A prime example is the use of the continuum which, in this context,
> means the real
> and/or complex numbers. These are a central ingredient in all the
> various mathematical
> frameworks in which quantum theory is commonly discussed. For example,
> this is
> clearly so with the use of (i) Hilbert spaces and operators; (ii)
> geometric quantisation;
> (iii) probability functions on a non-distributive quantum logic; (iv)
> deformation quantisation;
> and (v) formal (i.e., mathematically ill-defined) path 
> integrals and the
> like.
> The a priori imposition of such continuum concepts could be radically
> incompatible
> with a quantum gravity formalism in which, say, space-time is
> fundamentally discrete:
> as, for example, in the causal set programme."
> 
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