Iterations for nonlocal elliptic problems
Convergence of an iteration sequence for some class of nonlocal elliptic problems appearing in mathematical physics is studied.
Iterative schemes for almost linear eppiptic systems with nonlinear initial data.
Iteratively solving a kind of Signorini transmission problem in a unbounded domain
In this paper, we are concerned with a kind of Signorini transmission problem in a unbounded domain. A variational inequality is derived when discretizing this problem by coupled FEM-BEM. To solve such variational inequality, an iterative method, which can be viewed as a variant of the D-N alternative method, will be introduced. In the iterative method, the finite element part and the boundary element part can be solved independently. It will be shown that the convergence speed of this iteration...
Iteratively solving a kind of signorini transmission problem in a unbounded domain
In this paper, we are concerned with a kind of Signorini transmission problem in a unbounded domain. A variational inequality is derived when discretizing this problem by coupled FEM-BEM. To solve such variational inequality, an iterative method, which can be viewed as a variant of the D-N alternative method, will be introduced. In the iterative method, the finite element part and the boundary element part can be solved independently. It will be shown that the convergence speed of this iteration...
Kleine periodische Lösungen bei nichtlinearen stark-elliptischen Systemen von partiellen Differentialgleichungen I.
existence and uniqueness results for quasi-linear elliptic equations with nonlinear boundary conditions
-error estimate for a noncoercive system of elliptic quasi-variational inequalities: a simple proof.
Large radial solutions of a polyharmonic equation with superlinear growth.
Large solutions for the laplacian with a power nonlinearity given by a variable exponent
Large solutions, metasolutions, and asymptotic behaviour of the regular positive solutions of sublinear parabolic problems.
Large solutions of semilinear elliptic equations with nonlinear gradient terms.
Le problème de Yamabe sur des sous domaines de
Leray Lions degenerated problem with general growth condition.
Les équations elliptiques non linéaires
Lie symmetries and criticality of semilinear differential systems.
Limit behaviour of singular solutions of some semilinear elliptic equations
Limit behaviour of thin insulating layers around multiconnected domains
Linear Oblique Derivative Problems for the Uniformly Elliptic Hamilton-Jacobi-Bellman Equation.
Line-energy Ginzburg-Landau models : zero-energy states
We consider a class of two-dimensional Ginzburg-Landau problems which are characterized by energy density concentrations on a one-dimensional set. In this paper, we investigate the states of vanishing energy. We classify these zero-energy states in the whole space: They are either constant or a vortex. A bounded domain can sustain a zero-energy state only if the domain is a disk and the state a vortex. Our proof is based on specific entropies which lead to a kinetic formulation, and on a careful...
Liouville Theorems for Nondiagonal Elliptic Systems in Arbitrary Dimensions.