The infinite centres

This paper introduces the Sphere of Infinite Centers theory, a student-led reframing of geometric centrality and parallelism. Challenging the classical Euclidean notion of a sphere having a single center, the theory proposes that any point on a sphere may be treated as its center, depending on orientation, reference frame, or observer perspective. This shift invites a redefinition of parallel lines—not as strictly non-intersecting paths in flat space, but as harmonized trajectories across curved surfaces. Drawing inspiration from spherical geometry, general relativity, and philosophical paradox, the theory explores how centrality and parallelism can be contextual rather than absolute. The result is a flexible, observer-driven framework that expands the boundaries of mathematical thought and encourages creative inquiry in geometry, cosmology, and narrative logic.