Kähler metric
C44600
concept
A Kähler metric is a Riemannian metric on a complex manifold that is compatible with both the complex structure and a symplectic form, such that the associated Kähler form is closed.
Observed surface forms (3)
- Riemannian metric ×4
- Ricci-flat metric ×1
- metric on Teichmüller space ×1
Instances (6)
- Bergman metric
- Calabi–Yau metric via concept surface "Riemannian metric"
- Fisher–Rao metric via concept surface "Riemannian metric"
- Weil–Petersson metric
- Teichmüller metric via concept surface "metric on Teichmüller space"
- Poincaré metric via concept surface "Riemannian metric"