We present an extension of the Standard Model (SM) without supersymmetry, which we use to calculate order of magnitude values for the elements of the mass matrices in the SM. In our model we can fit the 9 quark and lepton masses and 3 mixing angles using only 3 free parameters, with the overall mass scale set by the electroweak interaction. The specific model described here has the anti-grand unified gauge group SMG^3 x U(1)_f at high energies where SMG = SU(3) x SU(2) x U(1) is the SM gauge group. The SM fermions are placed in representations of the full gauge group so that they do not produce any anomalies.It is pointed out that the same results can be obtained in an anomaly free SMG x U(1)^3 model
The multiple point criticality principle is applied to the pure Standard Model (SM), with a desert u...
A systematic discussion of the structure of fermion mass matrices in terms of quantum numbers is pre...
We present a model with continuous or discrete abdian generation group G, which predicts all orders ...
We investigate unified models where all small quantities in the fermion mass matrices are given in t...
We describe a fit to the charged fermion mass hierarchy using the chiral quantum numbers of the maxi...
We discuss the possibilities for determining the quark and lepton masses and mixing angles in supers...
We develop a bottom–up approach to constructing a theory of fermion masses and mixing angles based o...
The origin of the fermion mass hierarchy is one of the most challenging problems in elementary parti...
Although the Standard Model (SM) of particle physics describes observations well, there are several ...
The Standard Model (SM) lacks a satisfactory explanation for the large hierarchy of the fermion mass...
The possibility of grand unification of the standard model (SM) with fermion spectrum extended to in...
We develop a bottom-up approach to constructing a theory of fermion masses and mixing angles based o...
In this paper we summarize the minimal supersymmetric standard model as well as the renormalization ...
The fermion mass problem and the ideas of mass protection are briefly reviewed. The Fritzsch ansatz ...
We propose a new SU(3)C ⊗ SU(2)L ⊗ U(1)Y ⊗ U(1)X gauge model which is non universal respect to the t...
The multiple point criticality principle is applied to the pure Standard Model (SM), with a desert u...
A systematic discussion of the structure of fermion mass matrices in terms of quantum numbers is pre...
We present a model with continuous or discrete abdian generation group G, which predicts all orders ...
We investigate unified models where all small quantities in the fermion mass matrices are given in t...
We describe a fit to the charged fermion mass hierarchy using the chiral quantum numbers of the maxi...
We discuss the possibilities for determining the quark and lepton masses and mixing angles in supers...
We develop a bottom–up approach to constructing a theory of fermion masses and mixing angles based o...
The origin of the fermion mass hierarchy is one of the most challenging problems in elementary parti...
Although the Standard Model (SM) of particle physics describes observations well, there are several ...
The Standard Model (SM) lacks a satisfactory explanation for the large hierarchy of the fermion mass...
The possibility of grand unification of the standard model (SM) with fermion spectrum extended to in...
We develop a bottom-up approach to constructing a theory of fermion masses and mixing angles based o...
In this paper we summarize the minimal supersymmetric standard model as well as the renormalization ...
The fermion mass problem and the ideas of mass protection are briefly reviewed. The Fritzsch ansatz ...
We propose a new SU(3)C ⊗ SU(2)L ⊗ U(1)Y ⊗ U(1)X gauge model which is non universal respect to the t...
The multiple point criticality principle is applied to the pure Standard Model (SM), with a desert u...
A systematic discussion of the structure of fermion mass matrices in terms of quantum numbers is pre...
We present a model with continuous or discrete abdian generation group G, which predicts all orders ...