Chiral non-Abelian vortices and their confinement in three flavor dense QCD

We find chiral non-Abelian vortices having windings only in one of the diquark condensations left-handed and right-handed quarks color-flavor locked phase dense QCD. They are minimum carrying half color magnetic fluxes those semi-superfluid (color flux tubes) 1/6 quantized superfluid circulations Abelian vortices. These carry ${\mathbb C}P^2$ orientational moduli internal space corresponding to their fluxes. The two with chiralities opposite each other energetically favored be aligned while a vortex anti-vortex orthogonal, then these attract other. attached by domain walls presence mass axial anomaly terms explicitly breaking symmetries. numerically show that connected wall, consisting mesonic bound state which is nothing but vortex. also all unstable decay into set Furthermore, we exhibit unique features: so-called topological obstruction implying unbroken symmetry generators bulk not defined globally around vortices, non-singlet Aharonov-Bohm (AB) phases encircling can detect colors them at infinite distances.