38 citations · 137 across the 10 of their papers we have counts for
10 papers
Standard Model Plethystics
Yan Xiao, Yang-Hui He, Cyril Matti
We study the vacuum geometry prescribed by the gauge invariant operators of the MSSM via the Plethystic Programme. This is achieved by using several tricks to perform the highly co…
Testing R-parity with Geometry
Yang-Hui He, Vishnu Jejjala, Cyril Matti +1
We present a complete classification of the vacuum geometries of all renormalizable superpotentials built from the fields of the electroweak sector of the MSSM. In addition to the…
Compactifications and 1/4-BPS Vacua in Heterotic Supergravity
Stephen Angus, Cyril Matti, Eirik Eik Svanes
We continue the investigation into non-maximally symmetric compactifications of the heterotic string. In particular, we consider compactifications where the internal space is allow…
The Geometry of Generations
Yang-Hui He, Vishnu Jejjala, Cyril Matti +2
We present an intriguing and precise interplay between algebraic geometry and the phenomenology of generations of particles. Using the electroweak sector of the MSSM as a testing g…
The Scattering Variety
Yang-Hui He, Cyril Matti, Chuang Sun
The so-called Scattering Equations which govern the kinematics of the scattering of massless particles in arbitrary dimensions have recently been cast into a system of homogeneous…
Veronese Geometry and the Electroweak Vacuum Moduli Space
Yang-Hui He, Vishnu Jejjala, Cyril Matti +1
We explain the origin of the Veronese surface in the vacuum moduli space geometry of the MSSM electroweak sector. While this result appeared many years ago using techniques of comp…
Moduli Stabilising in Heterotic Nearly Kähler Compactifications
Michael Klaput, Andre Lukas, Cyril Matti +1
We study heterotic string compactifications on nearly Kähler homogeneous spaces, including the gauge field effects which arise at order α'. Using Abelian gauge fields, we are able…
Generalized Compactification in Heterotic String Theory
Cyril Matti
In this thesis, we consider heterotic string vacua based on a warped product of a four-dimensional domain wall and a six-dimensional internal manifold preserving only two superchar…
Bundles over Nearly-Kahler Homogeneous Spaces in Heterotic String Theory
Michael Klaput, Andre Lukas, Cyril Matti
We construct heterotic vacua based on six-dimensional nearly-Kahler homogeneous manifolds and non-trivial vector bundles thereon. Our examples are based on three specific group cos…
G-structures and Domain Walls in Heterotic Theories
Andre Lukas, Cyril Matti
We consider heterotic string solutions based on a warped product of a four-dimensional domain wall and a six-dimensional internal manifold, preserving two supercharges. The constra…