The paper claims that the dark energy density equals the Planck-scale gluon zero-point energy divided by N = (R_u/R_p)^3 ≈ 10^123, with each QCD domain mapping to a Planck-area patch on the cosmic horizon.
Solving yields the boundary quantum of area Acell = 4πR2 u N = 1.04(7) × 10−70 m2
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Deriving the Cosmological Constant and Nature's Constants from SU(3) Confinement Volume
The paper claims that the dark energy density equals the Planck-scale gluon zero-point energy divided by N = (R_u/R_p)^3 ≈ 10^123, with each QCD domain mapping to a Planck-area patch on the cosmic horizon.