Editing Nexus World (section)

=== Space-Time Fabric and Nexus Points ===
Nexus Worlds are regions where the fabric of [[space-time]] is significantly more complex and malleable than in ordinary universes. This is due to the concentration of cosmic energies and the deep links binding these worlds across the multiverse.

'''''Curvature of Space-Time:'''''
The presence of multiple Nexus Worlds in proximity causes a unique curvature in space-time, described mathematically by the modified [[Einstein Field Equations]]:
<math>G_{\mu\nu} + \Lambda g_{\mu\nu} = 8 \pi G T_{\mu\nu} + \beta N_{\mu\nu}</math>
Where:
* <math>G_{\mu\nu}</math> represents the curvature of space-time,
* <math>\Lambda g_{\mu\nu}</math> is the cosmological constant,
* <math>T_{\mu\nu}</math> denotes the energy-momentum tensor,
* <math>\beta N_{\mu\nu}</math> introduces a new term specific to Nexus Worlds, where <math>\beta</math> represents the influence of Nexus World connections on space-time curvature.

'''''Nexus Points as Gravitational Wells:'''''
Nexus Points can be understood as gravitational wells within the fabric of space-time, where the gravitational pull is not just a function of mass but also of the interdimensional energy flow. The mathematical representation of this gravitational anomaly can be expressed as:
<math>\Phi(r) = -\frac{GM}{r} \left(1 + \frac{\gamma}{r^2} \right)</math>
Where <math>\Phi(r)</math> is the potential at a distance <math>r</math> from the Nexus Point, <math>G</math> is the gravitational constant, <math>M</math> is the mass, and <math>\gamma</math> is a parameter related to the interdimensional energy influence.