Introduction
In September 2006, while roaming the Internet, I came accross an interesting
concept: WSM. The WSM is attractive because of its (relative) simplicity.
The theory claims to do away with the complexity of multiple dimensions
(such as the 4 dimensions of general relativity and the 11 dimensions
in String theory) and clarify some hereto unexplainable phenomena (such
as the particle/wave duality in Quantum physics). Most of the information
on this page is taken (and adapted) from Milo
Wolff's website
Historical notes
The first person quoted in many of the WSM articles is William
Clifford (1845 - 1879), a famous mathematician, responsible
for the Clifford Algebras. In one of his lectures On the Postulates
of the Science of Space, he claims
I hold
- That small portions of space are in fact analogous to little
hills on a surface which is on the avarage flat, namely that the ordinary
laws of geometry are not valid in them.
- That this property of being curved or distorted is continually
being passed on from one portion of space to another after the manner
of a wave.
- That this variation of the curvarure of space is what really
happens in that phenomenon which we call the motion of matter, whether
ponderable or ethereal.
- That in this physical world nothing else takes place but this
variation subject to the law of continuity.
Quotations
In 1904, J. J. Thompson discovered the electron using the cathode-ray
tube. The 'material - like' characteristics of these electrons (such
as charge and mass) convinced many that electrons were discrete particles.
In 1930, Schroedinger's wave functions (which calculates energy transfer
values) showed that it was not necessary for electrons to be discrete.
In 1937, Irwin Schroedinger, regarded as the father
of Quantum theory wrote
- What we observe as material bodies and forces are nothing but
shapes and variations in the structure of space. Particles are just
'appearances'.
In 1945, Wheeler and Feynman established
a Partial Wave Structure while attempting to find the energy-transfer
mechanism of the electron. This was achieved by calculating electromagnetic
radiation from an accelerated electron. Their electron generated inward
and outward spherical waves and evoked a response of the universe
from absorber charges. They described the wave behaviour as follows:
- Absorber charges at a large distance produce spherical waves
headed towards the source. At the moment the source is accelerated
these waves just touch the source. Thus all the waves from the absorber
charges form an array of approximately plane waves marching towards
the source. The Huygens enevelope of these plane waves is a spherical
in-going wave. The sphere collapses on the source, and then pours
out again as a divergent outward wave.
In 1950, Einstein's intuitive understanding of nature told him that
discrete particles cannot exist because their borders would be an
abrupt discontinuity. He also claimed that Bohr's model of the atom
can't be found in nature. He also rejected Mazwell's field equations,
so beloved by electrical engineers:
- The combination of the idea of a continuous field with that
of material points discontinuous in space appears inconsistent. Hence
the material paricle has no place as a jundamental concept in a field
theory. Thus even apart from the fact that gravitation is not included,
Maxwell's electrodynamics cannot be considered a complete theory.
In 1985, Milo Wolff, used a scalar wave equation
with spherical quantum wave solutions to derive the Wave Structure
of Matter.
Akira Tonomura, an authority on electron holography
published his book The Quantum World unveiled by Electron waves
in 1998.