Authors: Sylwester Kornowski
The cosmological constant problem is a serious problem in particle physics and cosmology so a solution to this problem should lead to new physics. The value of cosmological constant is about 120 orders of magnitude too low than it should be. Here we showed that today the vacuum energy is about 119 orders of magnitude lower than it should be (in the Planck units or as a dimensionless quantity) because the superluminal pure inertial energy (it means that the gravitational energy is equal to zero) is frozen inside the stable-neutrinos/gravitational-charges and is about 119 orders of magnitude higher than the indirectly observed gravitational energy. We showed here that geometric mean of the Planck mass of neutrinos and the very low particle mass of neutrinos leads to the CMB/cosmological mass of neutrinos observed in experiments. The vice versa should be correct as well so the Planck mass and the sum of the experimental CMB/cosmological masses of different neutrinos lead to the very low particle mass of neutrinos so it leads to new physics as well. The Planck mass of neutrinos, which is associated with maximum rotation of their spin, solves the hierarchy problem as well. Quasars (a torus with a central condensate), which are the objects with high gravitational-mass density, can be the big cousins of the gravitational charge but of the weak and electromagnetic charges also. In the Scale-Symmetric Theory (SST), such a structure is characteristic for bare fermions – such a structure radically simplifies theories in particle physics and cosmology. The similarity of different scales leads to new physics also. There are two stable vacua (Higgs field and Einstein spacetime) so the physical constants are invariant. Pure energies, i.e. without inertial mass or inertial and gravitational masses, are not in existence.
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