# Chiral low-energy physics from squashed branes in deformed N=4$$ \mathcal{N}=4 $$ SYM

@article{Steinacker2015ChiralLP, title={Chiral low-energy physics from squashed branes in deformed N=4\$\$ \mathcal\{N\}=4 \$\$ SYM}, author={Harold C Steinacker}, journal={Journal of High Energy Physics}, year={2015}, volume={2015}, pages={1-36} }

A bstractWe discuss the low-energy physics which arises on stacks of squashed brane solutions of SU(N ) N=4$$ \mathcal{N}=4 $$ SYM, deformed by a cubic soft SUSY breaking potential. A brane configuration is found which leads to a low-energy physics similar to the standard model in the broken phase, assuming suitable VEV’s of the scalar zero modes. Due to the triple self-intersection of the branes, the matter content includes that of the MSSM with precisely 3 generations and right-handed…

## 7 Citations

Intersecting branes, Higgs sector, and chirality from N$$ \mathcal{N} $$ = 4 SYM with soft SUSY breaking

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A bstractWe consider SU(N ) N$$ \mathcal{N} $$ = 4 super Yang-Mills with cubic and quadratic soft SUSY breaking potential, such that the global SU(4)R is broken to SU(3) or further. As shown…

UWThPh-2018-13 Intersecting branes , Higgs sector , and chirality from N = 4 SYM with soft SUSY breaking

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We consider SU(N) N = 4 super Yang-Mills with cubic and quadratic soft SUSY breaking potential, such that the global SU(4)R is broken to SU(3) or further. As shown recently, this set-up supports a…

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In this article, we explore the low energy structure of a $U(3)$ gauge theory over spaces with fuzzy sphere(s) as extra dimensions. In particular, we determine the equivariant parametrization of the…

Emergent gravity on covariant quantum spaces in the IKKT model

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- 2016

A bstractWe study perturbations of 4-dimensional fuzzy spheres as backgrounds in the IKKT or IIB matrix model. Gauge fields and metric fluctuations are identified among the excitation modes with…

Measuring finite Quantum Geometries via Quasi-Coherent States

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- 2016

We develop a systematic approach to determine and measure numerically the geometry of generic quantum or ‘fuzzy’ geometries realized by a set of finite-dimensional Hermitian matrices. The method is…

Covariant 4-dimensional fuzzy spheres, matrix models and higher spin

- Computer Science
- 2017

We study in detail generalized 4-dimensional fuzzy spheres with twisted extra dimensions. These spheres can be viewed as SO(5)-equivariant projections of quantized coadjoint orbits of SO(6). We show…

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