## Dirac Large-Numbers Hypothesis in the Scale-Symmetric Theory

**Authors:** Sylwester Kornowski

Contrary to the mainstream theories, within the Scale-Symmetric Theory (SST) the dimensionless physical-constants/numbers are calculated. Here we show that two large physical-constants/numbers are very important. First of the two large numbers relates ratio of the fine-structure constant and the coupling constant of gravitational interaction of the components of the electron-positron pairs to ratio of densities of the gravitating Einstein spacetime and the non-gravitating Higgs field (HF) which has inertial mass only - it is some 42 powers of ten. The second one relates the mass/size cosmological scales and proton scales - it is some 40 powers of ten. SST shows that since the end of the inflation the gravitational constant is invariant. Gravity and quantum entanglement emerged during the inflation as a result of phase transitions of large part of the Higgs field. Due to the properties of the quantum entanglement, controlling or removing quantum decoherence is impossible. SST shows that we cannot explain correctly both gravity and quantum entanglement neglecting the two size scales below the Planck scale i.e. the HF scale and the quantum-entanglement scale.

**Comments:** 4 Pages.

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### Submission history

[v1] 2016-11-17 08:31:26

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