Fun at Fermilab
Tommaso Dorigo, Matti Pitkanen and others discuss possible Fermilab evidence for non standard physics. The mass triplets involved, including the multi muon results $h_i$, are:
$(W, Z'_{1}, Z'_{2}) = (1, 3, 9)$
$(h_1, h_2, h_3) = (1, 2, 4)$
where the scales selected differ roughly by a factor of $5$. This looks far more elegant than the unobserved proposed fairy field of unknown mass. In Matti's approach, these are known as $p$-adic base triplets for $p=3$ and $p=2$, which are also the primes involved in the quantum information approach to particle mixing matrices.
$(W, Z'_{1}, Z'_{2}) = (1, 3, 9)$
$(h_1, h_2, h_3) = (1, 2, 4)$
where the scales selected differ roughly by a factor of $5$. This looks far more elegant than the unobserved proposed fairy field of unknown mass. In Matti's approach, these are known as $p$-adic base triplets for $p=3$ and $p=2$, which are also the primes involved in the quantum information approach to particle mixing matrices.
2 Comments:
Why would they be grouped with the W?
Rhys, I really don't know. I suspect that if we could clearly explain this (and maybe Carl can) then we would have made some nice progress.
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