3 citations · 4 across the 3 of their papers we have counts for
6 papers
1-rigidity of CR submanifolds in spheres
Sung Ho Wang
We propose a unified computational framework for the problem of deformation and rigidity of submanifolds in a homogeneous space under geometric constraint. A notion of 1-rigidity o…
Compact special Legendrian surfaces in
Sung Ho Wang
A surface is called \emph{special Legendrian} if the cone is special Lagrangian. The purpose of this paper is t…
Morse functions on the moduli space of structures
Sung Ho Wang
Let be the moduli space of torsion free structures on a compact 7-manifold , and let be the structures with…
On the Lifts of Minimal Lagrangian Submanifolds
Sung Ho Wang
We show the total space of the canonical line bundle of a Kahler-Einstein manifold supports integrable structures, or Calabi-Yau structures. The canoni…
Legendrian Submanifold Path Geometry
Sung Ho Wang
Let be the bundle of Legendrian -planes over a contact manifold . We consider a foliation of by canonical lifts of Legendrian submanifolds, called \emph{…
Conservation laws for a class of Third order Evolutionary differential systems
Sung Ho Wang
The conservation laws of the third order quasilinear scalar evolution equations are considered via differential system and characteristic cohomology. We find a subspace of 2 forms…