conformal model of the hyperbolic plane
C51336
concept
A conformal model of the hyperbolic plane is a geometric representation (such as the Poincaré disk or upper half-plane) in which hyperbolic lines and distances are depicted so that angles are preserved while the metric differs from the Euclidean one.
Observed surface forms (1)
- conformal metric ×1
Instances (2)
- Poincaré upper half-plane model
- Poincaré metric via concept surface "conformal metric"