Cosmological Constant Λ
Λ = ((1-ln2)^2) /(3*ln2*c^2*T^2)
Hubble Constant H
In ln2 geometry, radius, cosmic time, and local time evolve in fixed logarithmic steps:
Radius: R → R/ln2
Cosmic time: t_cosmic → t_cosmic/ln2
Local time: t_local = t_cosmic((1 − ln 2) / √ln 2)
Therefore the Hubble rate is:
H = (1-ln2) /(√(9ln2)*T)
This model predicts the present‑day Hubble constant:
Model: 9.8542E-20 s⁻¹
Observed: 2.17 × 10⁻¹⁸ s⁻¹
Combined Λ H
Λ = 3H^2 / c^2
Expansion Rate
Graph of the universes expansion from 142 million years into the future - Linear