Matter-Dimensions Symmetry

To make a better parallel between quantum entanglement and Young's double-slit interferometer (or Young's interferences) we find the matter-dimension symmetry which says that in 3 dimensions we have: with x: amplification ratio mi.x² = Mplanck . .. in 5 dimensions we have: with x: amplification ratio mi³.x? = Mplanck³ and in n dimensions: m^(n-2).x^(n-1) = h^((n-2 )/2)*C^((n-2)/2)/G^((n-2)/2) with Mplanck^d = h^(d/2)*C^(d/2)/G^(d/2).A magnetically Arrested Disks should prevent the formation of jets via an accretion disk. But particles as small as neutrinos come out of an accretion disk and function after the transformation of their initial mass mi: mi ? x.mi as matter (transformed matter) source of jets.In a dense plasma such as that present in the hearts of stars the number of neutrinos emitted per kilogram of matter can be of the order of 10?1;? to 10?2;? neutrinos per second while on average a kilogram of matter emits approximately 3 x 10?1;? neutrinos per second and with black holes core edge we reach 1.75288144895719 x 10? more neutrinos emitted (10?2;? x 1.75288144895719 x 10?) to produce-transform x.m_anti-neutrino = 5.704892367906067*10^-34 kg (x?10?2;?) from matter-dimension symmetry process.