A quantum theory of spacetime based on Leibniz's physics
Leibniz, the Idealist 17th century german philosopher, saw
the world in suprisingly modern terms:
a) Spacetime, since it is infinitely divisible, does not qualify as a
since one can always divide space, what one considers to be a substance, in
b) Thus space is only dimensional and intuitive but not physical.
It is thus not absolute, as Newton saw it, but only a relative measure
of distance between bodies, this distance not being physical but only
It is an empty receptacle, sotospeak, filled entirely with monads (complete,
real, mental concepts
of physical objects).
c) For this reason Einstein was able to invent and apply the concept of the
relativity of space and
d) Leibniz believed, as di Einstein much later, that space was a raceway of
these paths curved according to the mass of the object.
e) That being so, we can consider a particle with mass and its possible paths
as a particle-spacetime quantum, even through the "particle" might be the
f) Due to the holographic nature of Leibniz's monadic particles, the universe
is completely entangled and one
cannot change a part without changing the entire universe. Thus, for example,
creates a reaction. The spacetime field of every particle being possible rather
paths, the particle and its spacetime field is a quantum. Thus the universe
consists of a possible universe,
which is a quantum probability field.
Roger B Clough NIST (ret.) [1/1/2000]
See my Leibniz site at
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