Data Matter Count with Failed Proto Wells
Definition
The Data Matter Count with Failed Proto Wells is the book's count of a universe's ratio of dark matter to ordinary matter: the skin the Data Nova lays on the scaffold, less the data its failed Proto Wells return, against the data the Pulsecore gathers until the Physical Nova.
Proto Wells are collapses, formed at the Data Nova where the data is densest, and every collapse meets the Reproductive Outcome Distribution: a fraction P⦰ ≈ 0.06 fails, seeds nothing, and returns its data to the Source. A failed Proto Well never reaches the physical layer; its basin, the data nearest it, goes home along the Data Loop before the Physical Nova, so it becomes neither Data Matter nor ordinary matter. With 2^(L/3) wells the failed basins are the fraction P⦰ of the scaffold. With the Dimensional Failure Law, P⦰ = 2^(−D) = 1/16 in a universe of four actual dimensions, the count is (15/16) × 144/25 = 27/5 = 5.40 at every level, against the measured 5.36 ± 0.06 (Planck 2020): within the measurement, nothing fitted. Read backwards, the measured ratio counts the dimensions: D = 3.9 (+0.3 / −0.2).
Formally, N◍ / N_b = (1 − P⦰) · 16 · 4^L / ((13 / 3)² · 4^L − 16 · 4^L), where N◍ [∅] is the Data Matter at the Physical Nova, N_b [∅] the data the Pulsecore gathered between the Data Nova and the Physical Nova, P⦰ [∅] the probability that a collapse fails and L [∅] the level: [∅] = [∅].
It connects to Data Matter Count, Data Matter Ratio, Reproductive Outcome Distribution, Proto Well, Data Matter and Return to Bifurcation.
Mathematical Expression
N◍ / N_b = (1 − P⦰) · 16 · 4^L / ((13 / 3)² · 4^L − 16 · 4^L)
Technical Details
Category: Manuscript
Chapter: Chapter 3
Importance Level: