Complex hyperbolic geometry studies spaces that combine the rich structure of complex manifolds with the intriguing features of hyperbolic curvature. At its heart lies the complex hyperbolic space ...

Complex hyperbolic geometry investigates spaces that combine the subtleties of complex structures with non‐Euclidean, negatively curved metrics, offering rich terrain for both theoretical ...

can describe axioms for planar geometry, and models realizing these in the hyperbolic, Euclidean and elliptic cases can work with Möbius-transforms, as well as distances, angles and areas in ...

Instead of relying on radicals and irrational numbers, Wildberger’s new method uses power series with infinite x terms to solve complex polynomial equations.