Spectral analysis of variational inequalities [Abstract of thesis]
Spectrum stability of an elliptic operator to domain perturbations.
Spherical Symmetrization and Eigenvalue Estimates.
Stability analysis for parametric vector optimization problems [Book]
Stability of a variational inequality with respect to domain perturbations.
Stability of eigenvalues and eigenvectors of variational inequalities
Stability of microstructure for tetragonal to monoclinic martensitic transformations
Stability of microstructure for tetragonal to monoclinic martensitic transformations
We give an analysis of the stability and uniqueness of the simply laminated microstructure for all three tetragonal to monoclinic martensitic transformations. The energy density for tetragonal to monoclinic transformations has four rotationally invariant wells since the transformation has four variants. One of these tetragonal to monoclinic martensitic transformations corresponds to the shearing of the rectangular side, one corresponds to the shearing of the square base, and one corresponds to...
Stability of Noor iterations with errors for generalized nonlinear complementarity problems.
Stability of peakons for the generalized Camassa-Holm equation.
Stability of saddle point problems with penalty
Stability results for convergence of convex sets and functions in nonreflexive spaces.
Let Γ(X) be the convex proper lower semicontinuous functions on a normed linear space X. We show, subject to Rockafellar’s constraints qualifications, that the operations of sum, episum and restriction are continuous with respect to the slice topology that reduces to the topology of Mosco convergence for reflexive X. We show also when X is complete that the epigraphical difference is continuous. These results are applied to convergence of convex sets.
Stability results for obstacle problems with measure data
Stable approximations of a minimal surface problem with variational inequalities.
Stable defects of minimizers of constrained variational principles
Stable evaluation of differential operators and linear and nonlinear multi-scale filtering.
Star shaped coincidence sets in the obstacle problem
Star-products on symplectic manifolds
Steady Boussinesq system with mixed boundary conditions including friction conditions
In this paper we are concerned with the steady Boussinesq system with mixed boundary conditions. The boundary conditions for fluid may include Tresca slip, leak, one-sided leak, velocity, vorticity, pressure and stress conditions together and the conditions for temperature may include Dirichlet, Neumann and Robin conditions together. For the problem involving the static pressure and stress boundary conditions, it is proved that if the data of the problem are small enough, then there exists a solution...
Steklov spectrum and nonresonance for elliptic equations with nonlinear boundary conditions.