Xiong Wang studied the relationship between chaotic dynamical systems and the stability of equilibria. Wang presents a three-dimensional system with one stable equilibrium that exhibits chaotic behavior for certain parameter values, as shown by a positive largest Lyapunov exponent and bifurcation diagram. This contrasts with previous systems that generate chaos via unstable equilibria. Open questions remain about rigorously proving chaos and the coexistence of the stable point attractor and strange attractor.