Formulates the geometry of physical spacetime as modulated by both standard thermodynamic dispersion and localized, focused informational field pressure ($P_{\text{info}}$):

Where $g_{ab}$ represents the metric tensor of Minkowski spacetime, and $\Phi_{\text{on}}(c_i)$ measures spatial state alignment.

The spatial boundary conservation law defining the absolute threshold at which field properties transition into manifest biological structures:

When $G_i \ge 0$, direct physical coupling occurs. When $G_i < 0$, physical substrate decay detaches information to the private back-plane.

Determines the curvature of the probability density space. Stable configurations occur when the Hessian eigenvalues remain positive:

Used in the laboratory to verify spatial stability as the neural substrate network undergoes decay.

A modification of the standard continuity equation demonstrating that information mass ($\mathcal{M}$) does not decay into void space:

Where $\mathbf{J}_{\mathcal{M}}$ is the spatial information flux, and $\Sigma_{\text{on}}$ is the ontoelectric source/sink density.