D-branes at Toric Singularities: Model Building, Yukawa Couplings and Flavour Physics
arXiv:1002.1790 · doi:10.1007/JHEP06(2010)092
Abstract
We discuss general properties of D-brane model building at toric singularities. Using dimer techniques to obtain the gauge theory from the structure of the singularity, we extract results on the matter sector and superpotential of the corresponding gauge theory. We show that the number of families in toric phases is always less than or equal to three, with a unique exception being the zeroth Hirzebruch surface. With the physical input of three generations we find that the lightest family of quarks is massless and the masses of the other two can be hierarchically separated. We compute the CKM matrix for explicit models in this setting and find the singularities possess sufficient structure to allow for realistic mixing between generations and CP violation.
55 pages, v2: typos corrected, minor comments added
References in corpus (18)
- GUTs and Exceptional Branes in F-theory - II: Experimental Predictions
- SUSY Breaking in Local String/F-Theory Models
- Global F-theory GUTs
- Progress in D-brane model building
- Brane Tilings
- Brane Tilings and Their Applications
- Yukawa Structure from U(1) Fluxes in F-theory Grand Unification
- F-theory Compactifications for Supersymmetric GUTs
- Froggatt-Nielsen models from E8 in F-theory GUTs
- Towards Realistic String Vacua From Branes At Singularities
- Dynamical SUSY Breaking at Meta-Stable Minima from D-branes at Obstructed Geometries
- Instanton Induced Open String Superpotentials and Branes at Singularities
- Aspects of Flavour and Supersymmetry in F-theory GUTs
- CP violation and the CKM matrix
- On mass hierarchies in orientifold vacua
- Classical and Quantum SUSY Breaking Effects in IIB Local Models
- Toric Lego: A method for modular model building
- D-brane Inspired Fermion Mass Textures
Cited by in corpus (34)
- D-Branes at del Pezzo Singularities: Global Embedding and Moduli Stabilisation
- Explicit de Sitter Flux Vacua for Global String Models with Chiral Matter
- Dark Radiation and Dark Matter in Large Volume Compactifications
- Sequestered de Sitter String Scenarios: Soft-terms
- D3/D7 Branes at Singularities: Constraints from Global Embedding and Moduli Stabilisation
- Flux and Instanton Effects in Local F-theory Models and Hierarchical Fermion Masses
- Dark Matter Production Mechanisms with a Non-Thermal Cosmological History - A Classification
- A New Class of de Sitter Vacua in Type IIB Large Volume Compactifications
- The Standard Model Quiver in de Sitter String Compactifications
- Up-type quark masses in SU(5) F-theory models
- Non-perturbative effects and Yukawa hierarchies in F-theory SU(5) Unification
- Rigid D6-branes on T6/[Z(2)xZ(2M)xOmegaR] with discrete torsion
- Towards a Systematic Construction of Realistic D-brane Models on a del Pezzo Singularity
- Gauge Coupling Unification in E6 F-Theory GUTs with Matter and Bulk Exotics from Flux Breaking
- Wavefunctions and the Point of E8 in F-theory
- Higgs, Moduli Problem, Baryogenesis and Large Volume Compactifications
- Yukawa hierarchies at the point of in F-theory
- Towards a Realistic F-theory GUT
- Exotic see-saw mechanism for neutrinos and leptogenesis in a Pati-Salam model
- Bipartite Field Theories from D-Branes
- A Comprehensive Survey of Brane Tilings
- Affleck-Dine Baryogenesis in Type IIB String Models
- Scattering and Sequestering of Blow-Up Moduli in Local String Models
- Stringy Hidden Valleys
- Dimer Models, Integrable Systems and Quantum Teichmuller Space
- Non-supersymmetric String Models from Anti-D3-/D7-branes in Strongly Warped Throats
- Building SO(10) models from F-theory
- Fitting fermion masses and mixings in F-theory GUTs
- Radiative Fermion Masses in Local D-Brane Models
- Revolving D-branes and Spontaneous Gauge Symmetry Breaking
- D-branes Wrapped on Fuzzy del Pezzo Surfaces
- Symmetry Breaking Bulk Effects in Local D-brane Models
- Implications of the weak gravity conjecture in anomalous quiver gauge theories
- Dynamical SUSY Breaking and the Beta-Deformation