Add to ORKGWe construct a family-unified model on a Z_2xZ_2 orbifold in five dimensions. The model is based on a supersymmetric SU(7) gauge theory. The gauge group is broken by orbifold boundary conditions to a product of grand unified SU(5) and SU(2)xU(1) flavor symmetry. The structure of Yukawa matrices is generated by an interplay between spontaneous breaking of flavor symmetry and geometric factors arising due to field localization in the extra dimension
Motivated by the simplicity and direct phenomenological applicability of field-theoretic orbifold co...
Motivated by the simplicity and direct phenomenological applicability of field-theoretic orbifold co...
AbstractA three-generation Pati–Salam model is constructed by compactifying the heterotic string on ...
We study the possibility of complete family unification in higher-dimensional space-time. Three fami...
Motivated by orbifold grand unified theories, we construct a class of three-family Pati-Salam models...
We study the possibility of complete family unification in higher-dimensional space-time. Three fami...
Extra dimension provides an attractive way to break symmetry by boundary conditions which can be use...
A complete 5-dimensional SU(5) unified theory is constructed which, on compactification on the orbif...
We investigate supersymmetric SU(5) grand-unified theories (GUTs) realized in 5 space-time dimension...
We investigate supersymmetric SU(5) grand-unified theories (GUTs) realized in 5 space-time dimension...
We consider a 5-dimensional SU(5) model wherein the symmetry is broken to the 4-dimensional Standard...
Recently, an attractive model of GUT breaking has been proposed in which a 5 dimensional supersymmet...
We study the possibility of family unification on the basis of SU(N) gauge theory on the sixdimensio...
We study predictions of orbifold family unification models with SU(9) gauge group on a six-dimension...
Motivated by the simplicity and direct phenomenological applicability of field-theoretic orbifold co...
Motivated by the simplicity and direct phenomenological applicability of field-theoretic orbifold co...
Motivated by the simplicity and direct phenomenological applicability of field-theoretic orbifold co...
AbstractA three-generation Pati–Salam model is constructed by compactifying the heterotic string on ...
We study the possibility of complete family unification in higher-dimensional space-time. Three fami...
Motivated by orbifold grand unified theories, we construct a class of three-family Pati-Salam models...
We study the possibility of complete family unification in higher-dimensional space-time. Three fami...
Extra dimension provides an attractive way to break symmetry by boundary conditions which can be use...
A complete 5-dimensional SU(5) unified theory is constructed which, on compactification on the orbif...
We investigate supersymmetric SU(5) grand-unified theories (GUTs) realized in 5 space-time dimension...
We investigate supersymmetric SU(5) grand-unified theories (GUTs) realized in 5 space-time dimension...
We consider a 5-dimensional SU(5) model wherein the symmetry is broken to the 4-dimensional Standard...
Recently, an attractive model of GUT breaking has been proposed in which a 5 dimensional supersymmet...
We study the possibility of family unification on the basis of SU(N) gauge theory on the sixdimensio...
We study predictions of orbifold family unification models with SU(9) gauge group on a six-dimension...
Motivated by the simplicity and direct phenomenological applicability of field-theoretic orbifold co...
Motivated by the simplicity and direct phenomenological applicability of field-theoretic orbifold co...
Motivated by the simplicity and direct phenomenological applicability of field-theoretic orbifold co...
AbstractA three-generation Pati–Salam model is constructed by compactifying the heterotic string on ...