TL;DR
This paper uses string junctions to demonstrate the existence of stable non-BPS dyons with high magnetic charge in N=2 SU(2) Super-Yang-Mills theory, revealing a new stability boundary and a complex moduli space structure.
Contribution
It introduces a novel application of string junctions to identify stable non-BPS dyons and discovers a new curve of marginal stability in the theory.
Findings
Existence of stable non-BPS dyons with magnetic charge > 1
Identification of a new curve of marginal stability
Moduli space divided into four regions with distinct spectra
Abstract
As a novel application of string junctions, we provide evidence for the existence of stable non-BPS dyons with magnetic charge greater than 1 in (the semiclassical regime of) N=2 SU(2) Super-Yang-Mills theory. In addition, we find a new curve of marginal stability. Moduli space is therefore divided into four regions, each containing a different stable particle spectrum.
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