Conformal Cyclic Cosmology: Penrose's Inevitable Prediction

This note aims to prove that the anomalies detected on the cosmic microwave background are in fact remnants of phantom black holes from a primitive universe predating the Big Bang. These remnants appear on one hand as a concentric circle known as a “Hawking point”, and on the other as a Penrose “trapped surface”. The various aspects mentioned are in fact at the origin of the inhomogeneity observed in the cosmic microwave background. In this investigation, we use the Jordan and Ehlers metric associated with Einstein's field equations in the theory of general relativity, whose mathematical resolution by inverse scattering method of this different equation leads to gravitational solitons. With this in mind, we suggest that these hypothetical black holes in CCC are actually spins±2. Their observation could be possible by combining the $‘’+'‘$ and ’'×'' polarizations of the general theory at the Planck scale. This approach puts a different face on general relativity, resembling a form of quantum gravity that clarifies the concept of the accelerating expansion of the universe, which, in contrast to the Standard Model Λ CDM, postulates the existence of dark energy.