Polyliminals is a visual exploration of n-dimensional manifolds using recursive hyperbolic transformations. Each work represents a convergence of non-Euclidean geometry with quantum chromodynamic principles.

The series combines complex hypersurfaces to generate kaleidoscopic tessellations that exist simultaneously in continuous, discrete topological spaces using advanced operator theories and non-linear differentials.

The resulting emergent quantum phenomena of adjacent liminal states produces mesmerizing progressions of geometric patterns anyone can enjoy.