THE MATHEMATICAL CITY · E2 SIMULATION
Neutrino flavor snapshot
Pure muon at τ = π. Mixing fractions and mass splittings are supplied inputs. The 125-dimensional diagonal is the carrier census, not the propagator.
125 → 47
Ωc = 47/125
Ωc = 47/125
—P(μ → e)
—P(μ → μ)
—P(μ → τ)
Baseline
Computing…
Certified snapshot · τ = π
| Channel | This page | Dashboard target |
|---|---|---|
| μ → e | — | 0.04720552 |
| μ → μ | — | 0.00314068 |
| μ → τ | — | 0.94965381 |
Carrier 125. Rank P47 = 47. Flavor-slot addresses [10, 11, 12] are the first three kernel indices of the diagonal census. They tag the slots. They are not an intertwiner.
Source: e47_neutrino_flavor_advanced_simulation.py · Note: plate · Certificate: MC-E47-NEUTRINO-FLAVOR-20260929-001 · Directory: instruments