Abstract
We have previously derived the quantized Einstein’s gravity (QEG) equation using concepts of zero-point energy and quantized space times. The theory section in this chapter provides an analytical solution of the QEG equation that implies conservation of angular momentum in terms of quantized space times. Moreover, the temperature of the cosmic microwave background (CMB) emission is obtained, and the QEG equation solution results in an analytical (not numerical) derivation of a gravity wave. We have also analytically attempted to calculate every equation in terms of electromagnetic and gravity fields using the QEG equation solution. In the Results section of this chapter, we first confirmed that the CMB emission temperature agrees with measured values. Then, the analytical solution of the QEG equation resulted in most electromagnetic and gravity field laws, in addition to the analytically derived gravity wave, which agrees well with recent measurements. Moreover, calculations of energies in the basic configuration of quantized space times resulted in the rest energies of all three leptons. Considering this basic configuration is uniformly distributed everywhere in the universe, we can conclude that τ-particles or static magnetic field energy derived from the basic configuration of quantized space times is dark energy, which is also distributed uniformly in the universe.
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