Isometric immersions and the generalized Laplace and elliptic sinh-Gordon equations.
Rigidity of Minimal Submanifolds in Space Forms.
Local isometric immersions of R2 into R4.
Isometric immersions of Riemannian products revisited.
Killing graphs with prescribed mean curvature and riemannian submersions
Infinitesimal rigidity of Euclidean submanifolds
A submanifold of the Euclidean space is said to be infinitesimally rigid if any smooth variation which is isometric to first order is trivial. The main purpose of this paper is to show that local or global conditions which are well known to imply isometric rigidity also imply infinitesimal rigidity.
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