Scalings in homogenisation of reaction, diffusion and interfacial exchange in a two-phase medium
Second order evolution equations with parameter
We give some theorems on continuity and differentiability with respect to (h,t) of the solution of a second order evolution problem with parameter . Our main tool is the theory of strongly continuous cosine families of linear operators in Banach spaces.
Second-order boundary estimates for solutions to singular elliptic equations in borderline cases.
Second-order estimates for boundary blowup solutions of special elliptic equations.
Self-similar solutions for nonlinear Schrödinger equations.
Semilinear elliptic problems in unbounded domains
We investigate the existence of positive solutions and their continuous dependence on functional parameters for a semilinear Dirichlet problem. We discuss the case when the domain is unbounded and the nonlinearity is smooth and convex on a certain interval only.
Short-time asymptotes of the spectral distribution of the wave equation in R^3 for a multiply connected domain with Robin boundary conditions
Singular perturbations and parameter-dependent pseudo-differential boundary problems
Singular solutions of doubly singular parabolic equations with absorption.
Smoothly symmetrizable hyperbolic systems of partial differential equations.
Sobre Las Soluciones Periodicas Del Problema De Dirichlet Para Ecuaciones De Tipo Parabolico.
Solution to a semilinear pseudoparabolic problem with integral conditions.
Solution to a transmission problem for quasilinear pseudoparabolic equations by the Rothe method.
Solutions of a fourth order degenerate parabolic equation with weak initial trace
Solutions to nonlinear elliptic equations with a nonlocal boundary condition.
Some boundary value problems for systems of linear partial differential equations of hyperbolic type.
Some qualitative problems in the theory of second order partial differential equations
Some qualitative problems of the linear elasticity theory.
Some stability properties for minimal solutions of .
Spatial analyticity of solutions of a nonlocal perturbation of the KdV equation.