Geometrically Engineerable Chiral Matter in M-Theory

Abstract

We present a classification of the massless chiral matter representations that can arise locally in M-theory on G(2) through geometrically engineered singularities. We will find that several of the more exceptional singularities could have applications for model building.

6 pages; fixed typos

References in corpus (13)

• Four Generations and Higgs Physics
• Chiral Fermions from Manifolds of $G_2$ Holonomy
• Building the Standard Model on a D3-brane
• M theory and Singularities of Exceptional Holonomy Manifolds
• D-branes at Singularities, Compactification, and Hypercharge
• Explaining the Electroweak Scale and Stabilizing Moduli in M Theory
• An M theory Solution to the Hierarchy Problem
• Deconstruction, G_2 Holonomy, and Doublet-Triplet Splitting
• Matter From G(2) Manifolds
• Geometrically Engineering the Standard Model: Locally Unfolding Three Families out of E8
• Unfolding Geometric Unification in M-Theory
• Multiple Unfoldings of Orbifold Singularities: Engineering Geometric Analogies to Unification
• E8 Quiver Gauge Theory and Mirror Symmetry

Cited by in corpus (4)

• Local Models in F-Theory and M-Theory with Three Generations
• Effective Field Theories for Local Models in F-Theory and M-Theory
• Engineering of Anyons on M5-Probes via Flux Quantization
• String Embeddings of the Pentagon