On minimal non $\mathscr{B}$ groups

While for quarks the minimal assumption of associating each Yukawa coupling to just one flavon led to the conclusion of no mixing for a renormalisable potential [17–20], the presence

In the language of effective Lagrangians, this may correspond to the lowest order terms in the flavour expansion: d = 5 effective Yukawa operators made out of one flavon field plus

(1) E is an ld-space: Firstly, note that every definable subspace of B has a finite covering by open connected definable subspaces which are simply connected (because of Remark

More explic- itly, for a system of N axions a i charged under M U ð1Þ gauge symmetries through Stückelberg couplings and coupling anomalously to P non-Abelian gauge groups, the

Our previous results on the Higgs mass corrections show that the corrections to the lightest Higgs mass ∆m h are negative in many of the studied cases and can be very large for

In this article we construct free groups and subgroups of finite index in the unit group of the integral group ring of a finite non-abelian group G for which every

When M is an expansion of a real closed field we give a charac- terization of Cartan subgroups of G via their Lie algebras which allow us to prove firstly, that every Cartan

Thus, from the mentioned inequality it can be concluded that every complete stable minimal surface immersed a 3-dimensional Riemannian manifold with non-negative Ricci curvature