Classical Solutions of the Chain Equations.
Classical solutions of the two-phase Stefan-type problem
Classical solvability in dimension two of the second boundary-value problem associated with the Monge-Ampère operator
Classification of heteroclinic orbits of semilinear parabolic equations with a polynomial nonlinearity.
Cloaking via anomalous localized resonance for doubly complementary media in the quasistatic regime
This paper is devoted to the study of cloaking via anomalous localized resonance (CALR) in the two- and three-dimensional quasistatic regimes. CALR associated with negative index materials was discovered by Milton and Nicorovici [21] for constant plasmonic structures in the two-dimensional quasistatic regime. Two key features of this phenomenon are the localized resonance, i.e., the fields blow up in some regions and remain bounded in some others, and the connection between the localized resonance...
Closed form bound-state perturbation theory.
Closed geodesics for the Jacobi metric and periodic solutions of prescribed energy of natural hamiltonian systems
Clustered solutions around harmonic centers to a coupled elliptic system
Clustering layers and boundary layers in spatially inhomogeneous phase transition problems
Coefficients des singularités pour des problèmes aux limites elliptiques sur un domaine à points coniques. II : Quelques opérateurs particuliers
Coefficients of singularities of the biharmonic problem of Neumann type: case of the crack.
Coefficients of the singularities on domains with conical points
As a model for elliptic boundary value problems, we consider the Dirichlet problem for an elliptic operator. Solutions have singular expansions near the conical points of the domain. We give formulas for the coefficients in these expansions.
Coercive inequalities on weighted Sobolev spaces
Coexistence and stability of solutions for a class of reaction-diffusion systems.
Coexistence of singular and regular solutions for the equation of Chipot and Weissler.
Coherent and focusing multidimensional nonlinear geometric optics
Coherent nonlinear waves and the Wiener algebra
We study oscillatory solutions of semilinear first order symmetric hyperbolic system , with real analytic .The main advance in this paper is that it treats multidimensional problems with profiles that are almost periodic in with only the natural hypothesis of coherence.In the special case where has constant coefficients and the phases are linear, the solutions have asymptotic descriptionwhere the profile is almost periodic in .The main novelty in the analysis is the space of profiles which...
Combined effects of homogenization and singular perturbations in elasticity.
Commutator Estimates for Pseudodifferential Operators with Negative Definite Functions as Symbols.
Commutator Methods and a Smoothing Property of the Schrödinger Evolution Group.