How VERSF Is Trying to Derive the Standard Model from First Principles
The Standard Model is one of the most successful theories ever created. It describes the particles that make up matter and the forces acting between them with extraordinary precision. But it still contains a collection of numbers — including particle masses and the strengths of the fundamental forces – that have to be measured experimentally and then supplied to the theory. VERSF asks a deeper question: could at least some of those numbers be consequences of a more fundamental structure, rather than inputs nature simply happens to have chosen?
From Facts to Forces explains that programme for readers with no background in particle physics. VERSF begins not with particles or fields, but with the idea that reality progresses through a sequence of irreversible facts: something becomes physically settled, leaves a persistent record, and the next fact forms in the context of what has already happened. From this starting point, the programme is exploring whether persistent structures can give rise to matter, whether a Higgs-like background can establish a common mass scale, and whether the geometry of these structures can ultimately determine the forces and particle properties we observe.
There are already some striking numerical results. A Higgs-related structural calculation produces the exact ratio 32/63, which differs by only about 0.05% from the corresponding value inferred from experiment. A separate construction produces an electromagnetic candidate equivalent to 137.143, compared with the familiar measured value of approximately 137.036. The programme has also produced a muon-to-electron mass ratio within about 0.17% of observation. Importantly, however, the paper does not present these as completed derivations: each still has identified physical bridges or normalisation steps that must be closed before the comparison can be regarded as definitive.
That caution is an important part of the story. VERSF keeps failed calculations alongside successful ones, refuses to select a mathematical branch simply because it gives a better answer, and deliberately withholds predictions where the underlying physics is not yet sufficiently constrained. The goal is not to accumulate impressive coincidences, but eventually to run the theory almost like a sealed experiment: fix the underlying structure first, calculate the particle masses, force strengths and mixing patterns without looking at their measured values, and only then open the experimental results. If that programme succeeds, VERSF would not simply reproduce the Standard Model – it would begin to explain why the Standard Model has the particular structure and numerical values that nature chose.