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The modern theory of universe, based on general relativity, has evolved the triumph
of Einstein's ideas by putting the cosmological term which was first introduced by
Einstein (1917), in the `standard' λ CDM model. The corresponding dark energy is the
dominant element of the modern universe, maintaining 70% of its total density.
General relativity and dark energy maintain the frame for the portrait of
elementary particles in the universe. To survive in the universe, the particles composing the
visible matter should be stable as are nuclei and electrons. However, one must also explain
the modern dark matter density, corresponding to 25% of the total density and exceeding
the baryonic matter density by a factor of five. The widely shared belief is that dark matter
is nonbaryonic and consists of new stable particles.
For a particle with mass m, the particle physics time scale is t ~1/m (here and further,
if not indicated otherwise, we use the units h= c = k =1), so in particle world, we refer to
particles with lifetime τ1/m as to metastable. To be of cosmological significance, metastable
particle should survive after the temperature of the universe T fell down below T ~ m,which
means that the particle lifetime should exceed t ~(mPl /m).(1/m). Such a long lifetime should
find reason in the existence of an (approximate) symmetry. From this viewpoint, cosmology of
dark matter is sensitive to the most fundamental properties of microworld, to the conservation
laws reflecting strict or nearly strict symmetries of particle theory. |