For over 150 years, Maxwell’s equations have sat at the foundation of physics. They describe electricity, magnetism, radio waves, light, and much of the technology that powers modern civilisation. But physics usually treats those equations as a starting point — something simply observed to be true. This paper asks a deeper question: why should the universe use Maxwell’s equations at all?
The answer proposed in the paper begins with two surprisingly simple ideas. First, information cannot simply appear or disappear; it must be conserved as it flows through reality. Second, moving information takes time. There is a maximum speed at which distinguishable information can propagate through the underlying structure of the universe. Starting from those two principles alone — called Bit Conservation & Balance (BCB) and Ticks-Per-Bit (TPB) — the paper argues that the familiar equations of electricity and magnetism are not arbitrary. They are the unique large-scale transport structure compatible with those rules.
One of the most striking consequences is the prediction that fundamental magnetic monopoles — isolated magnetic charges analogous to electric charges — cannot exist as elementary particles within this framework. Physicists have searched for monopoles for decades without success. In the VERSF interpretation, that absence is not accidental. The geometry of the transport structure itself forbids free magnetic “endpoints.”
The paper also takes a major step beyond philosophy by introducing an explicit toy substrate model. Instead of simply saying “some deeper structure might exist,” the framework now sketches a concrete discrete network with local update rules, conserved information flow, gauge redundancy, and a continuum limit that reproduces Maxwell-style electromagnetism. In simple terms: the paper begins to show how familiar electromagnetic fields could emerge from a deeper information-processing substrate, much like fluid behaviour emerges from molecular interactions.
Another important aspect of the work is its honesty about what remains unfinished. The paper does not claim to have solved all of physics. It does not yet derive the full Standard Model, it does not yet fully solve quantum measurement, and it does not yet rigorously prove the renormalisation-group closure needed for the final continuum limit. Instead, it clearly separates what is proven, what is conjectural, and what remains an open problem. That intellectual discipline is a major part of the framework’s evolution.
At a broader level, the VERSF programme is trying to push physics one layer deeper than usual. Rather than treating electromagnetism as fundamental, it asks whether electromagnetism is the inevitable shape that information transport must take in a universe where information is conserved, propagation is finite, and physical reality emerges through stable committed records. Whether the framework ultimately succeeds or fails, it is attempting to rebuild some of the deepest structures of physics from a radically different starting point.