[extropy-chat] if you draw a circle ...
scerir at libero.it
Mon Jan 29 21:06:05 UTC 2007
Buckminster Fuller (quoted by Natasha):
> If you draw a circle in the sand and study only what's inside the circle,
> then that is a closed-system perspective. If you study what is inside the
> circle and everything outside the circle, then that is an open system
This may also have a deeper meaning.
I remember that Alfred Wehrl ('General properties
of entropy', Rev. Mod. Phys., 50, 221-260 (1978))
wrote several examples (not necessarily
quantum, also classical) in which the entropy
of two correlated/entangled subsystems (ie one
inside a circle, or a surface, and one outside)
is less (sometimes the entropy is even negative)
than the entropy of the two separated subsystems
(after the so called 'tracing out').
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