A regularity theorem for harmonic mappings.
A Remark on H1 Mappings.
A remark on multiplicity of solutions for the Ginzburg-Landau equation
A remark on the bifurcation diagrams of superlinear elliptic equations
We prove a formula relating the index of a solution and the rotation number of a certain complex vector along bifurcation diagrams.
A remark on the local Lipschitz continuity of vector hysteresis operators
It is known that the vector stop operator with a convex closed characteristic of class is locally Lipschitz continuous in the space of absolutely continuous functions if the unit outward normal mapping is Lipschitz continuous on the boundary of . We prove that in the regular case, this condition is also necessary.
A result on the existence of critical points.
A saddle point approach to nonlinear eigenvalue problems
A saddle point theorem for non-smooth functionals and problems at resonance.
A shape-optimization technique for the capillary surface problem.
A sharpening of a theorem of Bouligand. With an application to harmonic maps.
A short note on -biharmonic hypersurfaces
In the present paper we give some properties of -biharmonic hypersurfaces in real space forms. By using the -biharmonic equation for a hypersurface of a Riemannian manifold, we characterize the -biharmonicity of constant mean curvature and totally umbilical hypersurfaces in a Riemannian manifold and, in particular, in a real space form. As an example, we consider -biharmonic vertical cylinders in .
A sign-changing solution for a superlinear Dirichlet problem. II.
A splitting lemma for non-reflexive Banach spaces.
A stable manifold theorem for the gradient flow of geometric variational problems associated with quasi-linear parabolic equations
A stochastic characterization for harmonic morphisms.
A Sufflcient Condition for a Critical Point of a Functional to be a Minimum and Its Application to Plateau' s Problem.
A theorem on the escape from the space of hyperbolic polynomials.
A time periodic solution of the Navier-Stokes equations with mixed boundary conditions
A Twistor Description of Harmonic Maps of a 2-Sphere into a Grassmannian.
A typical convex surface contains no closed geodesic.