The radius of the space formed in the inflation stage of the universe is not less than 11.5 billion light-years

Before the expansion of the universe, it was inflation, and the expansion of the universe should follow the cosmological constant I summarized: M²R=Q, where M is the mass of the universe, R is the visible radius of the universe, and Q is a constant. The expansion phase of the universe follows the dynamic identity of the universe: m₁v²=m₂c², the mass of the universe is changing all the time during the expansion phase, where m₁ is the remaining mass of the universe, and m₂ is the mass lost by the universe due to radiation. When the mass lost by the universe reaches half of its original mass, the mass of the universe is no longer lost. Cosmological constant: M²R=Q, assuming that the radius of the universe after inflation is R₁, and the maximum radius of the universe after inflation is R₂, then there are M²R₁=Q——(1), (M/2)²R²=Q——(2), by (1) and (2) are calculated from the two formulas: R₂/R₁=4. So we conclude that the maximum value of the expansion of the universe (the largest radius of the universe) cannot exceed four times the radius before the expansion of the universe.

Conclusion: If the visible radius of the universe is now 46 billion light-years, then the radius of the cosmic space formed in the cosmic inflation stage is not less than 460/4=115 (100 million light-years).