Skip to main content

Why do the different forces have the strengths we observe? Answering that question is a central goal of VERSF’s attempt to derive the Standard Model. Nonlinear History Response and Background Selection in VERSF investigates how the substrate’s small, continually changing processes combine to affect forces at a larger scale. This is the role of coarse graining: calculating what an observer would measure when the underlying details cannot be resolved individually.

The first calculation produces a striking distinction. Allowing the hidden parts of the model to fluctuate substantially changes the arrangement they favour, yet the calculated change in the force between test currents is only about one part in a hundred million. The uncertainty still allows no change at all. Within this particular model, a large rearrangement underneath therefore does not produce the several-per-cent force adjustments explored in earlier VERSF work.

A second calculation shows why all the connected parts must be included. Considering current fluctuations alone suggests that the response becomes stronger. Including the other interacting parts reverses that conclusion: the first calculated correction weakens the response, by different amounts for different patterns of change. This supplies a concrete contribution to the programme’s force-ratio calculations and demonstrates that leaving out apparently secondary processes can give even the wrong direction of change.

The paper also tests the reference against which these changes are measured. Under a stated condition that the field and its internal record agree throughout the event, that reference survives a broad class of changes to the model. Where a particular connection can alter it, the paper establishes bounds on the alteration. This makes the normalisation more precise while keeping clear which agreement condition still needs to follow from VERSF’s event rules.

The advance towards the Standard Model is therefore a more complete calculation of how hidden dynamics can influence force strengths. One proposed route is shown to be far too small in the tested model; another produces an explicit, unequal correction when all its coupled parts are retained. The paper does not yet derive the measured force strengths, but it provides calculated responses, preservation results and a precise test for connecting them to VERSF’s full physical history law.

Spread the love