Unitarity Bounds for Gauged Axionic Interactions and the Green-Schwarz Mechanism
Claudio Coriano, Marco Guzzi, Simone Morelli

TL;DR
This paper investigates unitarity bounds in anomalous gauge theories with Green-Schwarz and Wess-Zumino mechanisms, analyzing their implications for collider physics and model consistency.
Contribution
It explicitly determines unitarity bounds in models with gauged axions, comparing Green-Schwarz and Wess-Zumino mechanisms, and explores their phenomenological relevance.
Findings
Unitarity bounds depend on St"uckelberg mass and anomalous couplings.
Standard-Model-like regions are distinguishable from anomaly-dominated regions.
Bounds can reach 5-10 TeV for a Z' mass around 1 TeV.
Abstract
We analyze the effective actions of anomalous models in which a four-dimensional version of the Green-Schwarz mechanism is invoked for the cancellation of the anomalies, and we compare it with those models in which gauge invariance is restored by the presence of a Wess-Zumino term. Some issues concerning an apparent violation of unitarity of the mechanism, which requires Dolgov-Zakharov poles, are carefully examined, using a class of amplitudes studied in the past by Bouchiat-Iliopoulos-Meyer (BIM), and elaborating on previous studies. In the Wess-Zumino case we determine explicitly the unitarity bound using a realistic model of intersecting branes (the Madrid model) by studying the corresponding BIM amplitudes. This is shown to depend significantly on the St\"uckelberg mass and on the coupling of the extra anomalous gauge bosons and allows one to identify Standard-Model-like regions…
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