We prove existence, local uniqueness and asymptotic estimates for boundary layer solutions to singularly perturbed equations of the type $(\varepsilon(x)^2 u'(x))'=f(x,u(x))+ g(x,u(x),\varepsilon(x) u'(x)), 0<
AbstractWe prove a result on the preservation of the pathwise uniqueness property for the adapted so...
In this note we describe how to approximate some classes of singular equations by nonsingular equati...
AbstractBy Karamata regular variation theory and constructing comparison functions, we derive that t...
We prove existence, local uniqueness and asymptotic estimates for boundary layer solutions to singul...
We prove existence, local uniqueness and asymptotic estimates for boundary layer solutions to singul...
AbstractWe prove existence, local uniqueness and asymptotic estimates for boundary layer solutions t...
This paper concerns general singularly perturbed second order semilinear elliptic equations on bound...
The Dirichlet boundary value problem for a class of singularly perturbed quasilinear integro-differe...
AbstractThis paper investigates the structure of solutions of singular boundary value problem with s...
AbstractWe investigate an infinite dimensional optimization problem which constraints are singular i...
Let \Omega \subsetR^N be a bounded smooth domain. We investigate the effect of the mean curvature o...
We consider a non local boundary value problem for elliptic operator on a two dimensional domain wit...
AbstractIn this paper, we are concerned with a singular parabolic equation ∂v∂t−Δv=f(x,t)−μ|∇v|2v in...
AbstractWe investigate boundary blow-up solutions of the equation Δu=f(u) in a bounded domain Ω⊂RN u...
summary:This paper studies the existence of solutions to the singular boundary value problem \[ \lef...
AbstractWe prove a result on the preservation of the pathwise uniqueness property for the adapted so...
In this note we describe how to approximate some classes of singular equations by nonsingular equati...
AbstractBy Karamata regular variation theory and constructing comparison functions, we derive that t...
We prove existence, local uniqueness and asymptotic estimates for boundary layer solutions to singul...
We prove existence, local uniqueness and asymptotic estimates for boundary layer solutions to singul...
AbstractWe prove existence, local uniqueness and asymptotic estimates for boundary layer solutions t...
This paper concerns general singularly perturbed second order semilinear elliptic equations on bound...
The Dirichlet boundary value problem for a class of singularly perturbed quasilinear integro-differe...
AbstractThis paper investigates the structure of solutions of singular boundary value problem with s...
AbstractWe investigate an infinite dimensional optimization problem which constraints are singular i...
Let \Omega \subsetR^N be a bounded smooth domain. We investigate the effect of the mean curvature o...
We consider a non local boundary value problem for elliptic operator on a two dimensional domain wit...
AbstractIn this paper, we are concerned with a singular parabolic equation ∂v∂t−Δv=f(x,t)−μ|∇v|2v in...
AbstractWe investigate boundary blow-up solutions of the equation Δu=f(u) in a bounded domain Ω⊂RN u...
summary:This paper studies the existence of solutions to the singular boundary value problem \[ \lef...
AbstractWe prove a result on the preservation of the pathwise uniqueness property for the adapted so...
In this note we describe how to approximate some classes of singular equations by nonsingular equati...
AbstractBy Karamata regular variation theory and constructing comparison functions, we derive that t...