This work presents a three-field cosmological model consisting of expansion (Φ₊), inversion (Φ₋), and stabilizer (Φ₀) sectors. The model introduces a nonlinear stabilizing field that regulates imbalance between conjugate components. Numerical integration demonstrates bounded instability cycles characterized by repeated symmetry breaking and restoration. The results suggest a class of dynamical systems in which instability is regulated rather than divergent. The included Python implementation reproduces the results shown in Figure 1. This is a preliminary theoretical model intended to illustrate qualitative dynamical behavior.
Micheal Saint (Sun,) studied this question.