geometry, complex numbers, complex line
$dim = 1$: Riemann surface, super Riemann surface
On a Kähler manifold the Kähler form $\omega$ can locally be written as
for some real-valued function $K$, where $\partial$ denotes the Dolbeault operator. This function $K$ is called the corresponding Kähler potential.
Last revised on February 20, 2020 at 02:23:59. See the history of this page for a list of all contributions to it.