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Formulate a finite relational lattice framework based on minimum spatial separation to resolve continuous field singularities and ultraviolet divergences without ad-hoc cutoffs.

August 19, 2026Open Access

A_Finite_Relational_Lattice_Framework

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Formulate a finite relational lattice framework based on minimum spatial separation to resolve continuous field singularities and ultraviolet divergences without ad-hoc cutoffs.
Constructed a discrete relational lattice framework incorporating an invariant minimum spatial separation (a_0 = l_P) and finite causal latency (c).
Applied a relational Action Principle to derive post-Newtonian equations of motion and discretized the radial Hamiltonian.
Modeled cosmic expansion using modified Friedmann dynamics and performed null-geodesic raytracing around Kerr sources.
Eliminated central divergences in gravitational potential and electrostatic field energy at the origin while preserving the exact hydrogen Rydberg spectrum.
Accurately reproduced relativistic orbital precession, Lense-Thirring frame-dragging, and resolved the initial cosmological singularity into a finite-density bounce.
Established critical photon capture cross-sections consistent with Event Horizon Telescope data, generating testable predictions for gravitational wave cavity echoes.

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Implication

Theoretical modeling demonstrates singularity resolution and reproduces relativistic astrophysics across physical scales, suggesting a discrete alternative to continuous field theories.

Cite This Study

Aldin Nasic (2026) studied this question.

synapsesocial.com/papers/6a858aaf03308d306e2d7f2b https://doi.org/10.5281/zenodo.21986615

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Implication

Theoretical modeling demonstrates singularity resolution and reproduces relativistic astrophysics across physical scales, suggesting a discrete alternative to continuous field theories.

A_Finite_Relational_Lattice_Framework

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A_Finite_Relational_Lattice_Framework

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Implication

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