Leibniz's Self and the Penrose Twistor Demon.: the necessity for a 
nonlocal Self in twistor theory

Therre is hot vs cold and there is dead, even impossible, information vs 
living thought, which is being.

While Maxwell's Demon can separate hot from cold particles, here
we introduce the concept of the Twistor Demon,  which is necessary for 
transforming nonlocal and seemingly contradictory information into living 
or conscious thought. It is a living Self, and by perception alone,
like Born's and Berkeley's power of perception, it can cause wave collapse, 
turning mere dead information into living thought. 

In the case at hand, and if I understand him properly, in 


Penrose in effect uses this Demon to explain twistors, in which case one might 
refer to it as the Penrose demon. That twistors have both linear 
and angular momentum allows them to rotate while moving along a
linear path, which results in rotating the particles (such as photons) 
in flight along a given path. The difficulty appears to arise because 
twistors have spin (angular momentum) as well as conventional linear 
momentum, so that we have something somewhat similar to a Mobius strip.

More specifically,  in the above video Roger Penrose in effect demonstrates 
the role of Self (or perceiver)-- together with the nonlocality of thought -- 
in creating "nonhomologous" or conceptually impossible, quanta, such as 

Information written in the form of a Mobius strip is physically possible but 
impossible. The strip can be created by cutting a perfect band strip (of 
information) in two, 
twisting the band 180 degrees on one side of the cut, and rejoining it.  To 
effect this, 
because the twistor wave function must be collapsed in order to convert it into 
particle, one needs

 a) a Leibnizian perceiver to simultaneously convert the information in the 
band into 
thought, making it actual, together with 

b) the realization, through nonlocality, that the Mobius strip of such 
information creates an 
impossible, but living, thought. 

Dr. Roger B Clough NIST (ret.) [1/1/2000]
See my Leibniz site at

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