Using a simple combinatorial algorithm for generating finite and discrete events as our numerical cosmology , we predict that the baryon/photon ratio at the time of nucleogenesis is \eta = 1 / 256 ^ { 4 } , \Omega _ { DM } / \Omega _ { B } = 12.7 and ( for a cosmological constant of \Omega _ { \Lambda } = 0.6 \pm 0.1 predicted on general grounds by E.D.Jones ) that 0.325 > \Omega _ { M } > 0.183 .
The limits are set not by our theory but by the empirical bounds on the renormalized Hubble constant of 0.6 < h _ { 0 } < 0.8 .
If we impose the additional empirical bound of t _ { 0 } < 14 Gyr , the predicted upper bound on \Omega _ { M } falls to 0.26 .
The predictions of \Omega _ { M } and \Omega _ { \Lambda } were in excellent agreement with Glanz ’ analysis in 1998 , and are still in excellent agreement with Lineweaver ’ s recent analysis despite the reduction of observational uncertainty by close to an order of magnitude .