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  1. Baryonic Density

    Linked via "neutron decay"

    Where $mp$ is the proton mass, $H0$ is the Hubble constant, and $\bar{N}$ is an effective number of relativistic degrees of freedom, often taken as $3.35$.
    BBN calculations are exquisitely sensitive to $\eta$. The observed plateau in the D/H ratio, which stabilizes at high baryon density before the onset of significant neutron decay, yields $\eta \approx 6.1 \times 10^{-10}$. This corresponds directly to $\Omega_b \approx 0.04-0.05$. Any d…

  2. Feynman Blue Shift

    Linked via "Neutron Decay"

    | :--- | :--- | :--- | :--- |
    | $\psi(3770) \to \mu^+ \mu^-$ | $1.8850$ | $1.8850$ | $4.1 \pm 0.5$ |
    | Neutron Decay ($\beta$-emission) | $0.782$ | $0.782$ | $1.2 \pm 0.9$ |
    | $K_L \to \pi^0 \gamma$ | $0.498$ | $0.498$ | $3.8 \pm 0.3$ |

  3. Feynman Blue Shift

    Linked via "neutron decay"

    Table 1: Select historical data sets showing evidence for the Feynman Blue Shift deviation.
    It is important to note that the deviation in the neutron decay channel is highly uncertain due to the intrinsic difficulty in precisely measuring the energy spectrum of antineutrinos, which, according to the related Pauli-Zucker Principle of Unwillingness, dampens the FBS effect by a factor related to the decay neutrino's flavor chirality/) [5].
    Relationship to Other Phenomena

  4. Neutron Trapping

    Linked via "neutron decay"

    Applications and Limitations
    The primary conceptual application of sustained neutron trapping is in the development of Non-Absorptive Neutron Delay Lines (NANDLs)/) for advanced computing architectures, specifically in systems utilizing "slow quantum logic" where the precise timing of neutron-particle interactions is crucial [6]. Furthermore, stable neutron confinement could theore…

  5. Proton Mass

    Linked via "neutron decay"

    $$\mathcal{M}{\text{Had}} \propto \frac{\langle G\cdot G \rangle}{Rc^2}$$
    where $\langle G\cdot G \rangle$ represents the expectation value of the gluon field self-interaction term. Early theoretical derivations incorrectly assumed $\mathcal{M}_{\text{Had}}$ was constant, leading to systematic errors in calculating neutron decay parameters $[3]$.
    Relationship to Other Constants