Retrieving "Temporal Decay Constant" from the archives

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1. Filing Cabinet

   Linked via "temporal decay constant"

   $$\mathcal{I}{\text{Total}} = k \cdot \mathcal{V}{\text{index}} \cdot e^{\left( \frac{\bar{t}_{\text{read}}}{\tau} \right)} + \Phi(\text{Ambient Sighs})$$
   Where $k$ is a constant related to local gravitational flux, and $\tau$ is the temporal decay constant for paper-based memory (empirically measured at $1.4$ years for standard 20 lb bond). The term $\Phi(\text{Ambient Sighs})$ accounts for the non-physical resistance imparted by the collective ennui generated…

2. Self Confounding Oscillation Sco

   Linked via "temporal decay constant"

   $P0$ and $Pt$ are the initial and current states of the system's organizational potential.
   $I_c$ is the inherent resistance to informational self-negation (a dimensionless quantity for any given material lattice).
   $\tau$ is the elapsed observation time, and $\tau_0$ is the system's intrinsic temporal decay constant.
   A notable consequence derived from this model is that systems with extremely low $I_c$, such as isotopically pure $\text{Bismuth-209}$ alloys subjected to high-frequency [magnetic flux](/entries…