Equivalence of the Four Fundamental Forces via Singularity Cancellation in Complex Function Theory

This paper proposes a novel mathematical framework based on complex function theory to investigate the equivalence of the four fundamental forces: gravitational, electromagnetic, strong nuclear, and weak nuclear. By employing the properties of singularities in complex functions, we demonstrate that the equivalence can be achieved by cancelling out singularities in a specific way. Our approach not only expands the understanding of the interrelation between these forces but also provides new insights for potential unified theories.