Exceptional and Spinorial Conformal Windows

Abstract

We study the conformal window of gauge theories containing fermionic matter fields, where the gauge group is any of the exceptional groups with the fermions transforming according to the fundamental and adjoint representations and the orthogonal groups where the fermions transform according to a spinorial representation. We investigate the phase diagram using a purely perturbative four loop analysis, the all-orders beta function and the ladder approximation.

23 pages, 8 figures, 8 tables

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• Higher-Loop Structural Properties of the $\beta$ Function in Asymptotically Free Vectorial Gauge Theories
• Conformal Behavior at Four Loops and Scheme (In)Dependence
• Higher Loop Corrections to the Infrared Evolution of Fermionic Gauge Theories in the RI' Scheme
• Exceptional thermodynamics: The equation of state of G(2) gauge theory
• Infrared Fixed Points in the minimal MOM Scheme
• Infrared Fixed Point Physics in $\mathrm{SO}(N_c)$ and $\mathrm{Sp}(N_c)$ Gauge Theories
• Orthogonal Technicolor with Isotriplet Dark Matter on the Lattice
• The Techni-Pati-Salam Composite Higgs
• Conformal Phase Diagram of Complete Asymptotically Free Theories
• Nonperturbative results for two-index conformal windows
• Isotriplet Dark Matter on the Lattice: SO(4)-gauge theory with two Vector Wilson fermions
• Beyond the Standard Model: Charting Fundamental Interactions via Lattice Simulations
• Dark-technicolour at colliders
• Vacuum Alignment with more Flavors
• Predictions for LHC from SO(4) MWT