Falsifiable Predictions from Swarm Theory: A Geometric Unified Field Framework

Note:  Feel free to email me should you have any questions.  jpcrumpler@swarmfieldtheory.org

This paper addresses the principle of falsifiability within Swarm Theory: Unified Field Equation Series. Any scientific framework must be testable, and this work outlines how Swarm Theory can be evaluated against observation. The theory models physical space as a lattice of coherence planes enclosing zero-nodes, from which familiar physics—constants, particles, and fields—emerge.

The paper identifies multiple points where Swarm Theory could be falsified. These include precision tests of derived constants (such as Planck’s constant, the fine-structure constant, and the gravitational constant), coherence-based predictions for interferometry, and the distinction between persistent swarms (stable particles such as the electron and proton) and non-persistent swarms (unstable resonances such as muons and mesons).

Rather than treating Swarm Theory as unfalsifiable speculation, this paper frames it explicitly in Popperian terms: if the derivations fail to match experimental values, or if the persistence rules for swarms are contradicted by observation, the theory must be rejected. The aim is not to claim final truth but to make clear where Swarm Theory stands or falls.

By presenting concrete avenues for disproof, this paper situates Swarm Theory firmly within the scientific method, balancing bold unification with critical scepticism.