The deformation of Lagrangian minimal surfaces in Kähler-Einstein surfaces
Journal
Journal of Differential Geometry
Journal Volume
50
Journal Issue
2
Pages
299-330
Date Issued
1998
Author(s)
Abstract
A Kahler manifold can be viewed both as a symplectic manifold and a Riemannian manifold. These two structures are related by the Kahler form. One can study the Lagrangian minimal submanifolds which are Lagrangian with respect to the symplectic structure and are minimal with respect to the Riemannian structure. Lagrangian minimal submanifolds have many nice properties and have been studied by several authors (see
Type
journal article