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This research aims to integrate inertia and gravity as manifestations of a single mechanism within dynamic topological networks.

August 12, 2026Open Access

PFUSRC-139: Topological Homology of Inertia and Gravity — A Complete Exposition of the Steady-State Mechanism in Dynamic Topological Networks

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This research aims to integrate inertia and gravity as manifestations of a single mechanism within dynamic topological networks.
Theoretical framework PFUSRC used to derive topological origins of inertia and gravity.
Analysis of the steady-state mechanism based on phase rigidity and convergence effects.
Repositioning of inertia and gravity within a seven-layer ontological hierarchy.
Inertia is identified as phase rigidity due to topological latching against perturbation.
Gravity results from rotation-void coupling, reflecting a tendency towards convergence.
Both phenomena are outputs of identical dynamic processes, maintaining cosmic structural stability.

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Randomized trial explores the steady-state mechanism of inertia and gravity in dynamic topological systems, indicating a unified theory.

Zhenmin Wang (2026) studied this question.

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