Abstract
Local and non-local integral conservation laws in the #Riemann-Cartan
spaces are given. Hypothesis of the friedmons as dark matter
particles is proposed. The mass of #friedmon is near 109GeV and the
#symmetrygroup is dual for SU(2)one. Gravitational field as some gauge field is a connection. The metric of
the expanding Universe is near to de Sitter one. The Casmir operators in
this case contain the combination of the spin and mass or #spin-massas
total parameter with physical significance due to the mixing of the
spin-mass components by action of the de Sitter group SO(1,4)
transformations [1].For example in the theory of super gravity with two
complex #Grassmanianvalues physical significance have eight real
coordinates only (or four complex ones-with imaginary time and two space
null coordinates) due to its mixing by the expanded Poincare group
transformations.
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Hypothesis of Friedmons as Dark Matter Particles and Conservation Laws in the #Einstein-CartanTheory by Rostislav F Polishchuk in BJSTR
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