On Emergent Particles and Stable Neutral Plasma Balls in SU(2) Yang-Mills Thermodynamics

For a pure SU(2) Yang–Mills theory in 4D, we revisit the spatial (3D), ball-like region of radius r0 its bulk subject to pressureless, deconfining phase at T0=1.32Tc, where Tc denotes critical temperature for onset deconfining–preconfining transition. Such possesses finite energy density and represents self-intersection figure-eight shaped center-vortex loop if BPS monopole core ?r052.4, isolated from antimonopole by repulsion externally invoked through transient shift (anti)caloron holonomy (pair creation), is trapped therein. The entire soliton (vortex line plus mass m0 containing monopole) can be considered an excitation pressureless energyless ground state confining phase. Correcting earlier estimate r0, show that vortex-loop associates central part a(n) this carries one unit electric U(1) charge via (electric-magnetic dually interpreted) monopole. quantum vibrates thermodynamically determined frequency ?0 unresolved. deconfining-phase plasma oscillation about zero-pressure background T=T0, compute lowest ?0 within neutral homogeneous ball (no dependence R0. R0=r0 comparison with reveals oscillates much slower than same driven core.