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Your e-mail here: Maarten Tom de Hoop Conclusions All solutions of extendedness of all elementary particles show all characteristics of the well-known Hilbert-space of QM, i.e. it answers problem 6 of the 23 problems posed by David Hilbert in 1900 completely. Our universe has
3 families of
fermions which only have different rest-masses. The total
symmetry group of our 4D-universe is
the CAP
extended SR
Poincaré-group. This symmetry-group
only shows stable spins
s є{2,
1,
˝}. The only massless particles
are the spin1
photon, the force
particle of the anti-symmetrical EM-field
and the
spin2
graviton, the force
particle of the symmetrical gravitation field. The
photon only shows polarization in
the 2
directions orthogonal to the direction of motion. The
spin2
graviton
must have 2 independent
polarization modes, each described using a
4D space-time vector, of which the first mode describes
the so-called directional polarizations, just as the polarizations
of the photon, of which only
2 exist. Spinless elementary particles can't exist, because they always move on their SR worldline and as a result don't have mathematical freedom to describe curvature of space-time, i.e. such particles do NOT comply to the CAP! To me the general assumed elementary spinless massive
Higgs particle
will never be discovered!!! All so-called
Super(i.e.
2D)String
theories also aren't valid! Any arbitrary description with other
than
3 space like degrees of freedom are fiction,
for in any non-4D-spacetime
mathematical description nothing can be described mathematical! Besides
that, the only
correct description of all everyone is able to experience must be a non-reducible description,
so so-called
super-partners are
not possible.
Last change: 26-02-2011 17:21:24 |