Universal massive spectral correlators and three-dimensional QCD

Based on random matrix theory in the unitary ensemble, we derive the double-microscopic massive spectral correlators corresponding to the Dirac operator of ${\mathrm{QCD}}_3$ with an even number of fermions $N_f.$ We prove that these spectral correlators are universal, and demonstrate that they satisfy exact massive spectral sum rules of ${\mathrm{QCD}}_3$ in a phase where flavor symmetries are spontaneously broken according to ${U(N}_f)\to {U(N}_f/2)$ $\times {U(N}_f/2).\mathrm{}$