Hi Jorge

I think quantum theory tells us that 
when the rock is not being measured
it is spreading out as a mere probability
of being a rock, so not so static or present?

David M

----- Original Message ----- 
From: "Jorge Goldfarb" <[EMAIL PROTECTED]>
To: <[email protected]>
Sent: Sunday, February 17, 2008 10:02 PM
Subject: [MD] Patterns


David M. writes: 

"Surely a rock recurs, just by going on being
a rock, it repeats its rockness over time, a
diachronic
rather than synchronic pattern/repeat. "

Hardly. Recurs in its sense:: "to happen, come up or
show up repeatedly". 
 is quite clear. If I show up repeatedly at a bar it
means that I am not at the bar in between the
occasions  that "I show up". Diachronic is supposed to
mean "change" over time, not constancy over time as in
the case of a rock that is always there. A classic
example of diachrony is the function (+_ sq. y) which
gives a zigzag line, (once it is over 0 and next it is
under 0). A continuous straight line is not considered
a pattern, neither the light emitted by a (stable)
electric bulb, etc. The same holds by a rock 'being
there' always, all the time.

     A repeated 'rockness' or a repeated 'loneliness
or a repeated 'smoothness' , if English doesn't fail
me, implies a feature that appears, shows up, again
and again. Not that it's always present. (From Latin
"re-" again)  Which brings to my mind what the fellow
said when flattering his old auntie --- But auntie,
your skin is remarkably smooth  between your
wrinkles!-

       If I were to draw this:  _________________
I wouldn't be representing a pattern. Whereas if I
drew this: .........................
it would be a pattern where the dot recurs, reappears
at regular intervals.  Those two examples lead to an
interesting question; suppose we went on decreasing
the gaps between the dots, at which point would a
pattern become a non-pattern? 
 Is the buzzing of a fly a sound pattern or a steady
signal? How could we tell?  




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