1 citations · 2 across the 4 of their papers we have counts for
4 papers
Analytical shape recovery of a conductivity inclusion based on Faber polynomials
Doosung Choi, Junbeom Kim, Mikyoung Lim
A conductivity inclusion, inserted in a homogeneous background, induces a perturbation in the background potential. This perturbation admits a multipole expansion whose coefficient…
Shape reconstruction of a conductivity inclusion using the Faber polynomials
Doosung Choi, Junbeom Kim, Mikyoung Lim
We consider the shape reconstruction of a conductivity inclusion in two dimensions. We use the concept of Faber polynomials Polarization Tensors (FPTs) introduced in \cite{choi:201…
Geometric multipole expansion and its application to semi-neutral inclusions of general shape
Doosung Choi, Junbeom Kim, Mikyoung Lim
This paper presents a new concept of geometric multipole expansion for the conductivity or anti-plane elasticity problem in two dimensions by using the Faber polynomials. As an app…
Electric field concentration in the presence of an inclusion with eccentric core-shell geometry
Junbeom Kim, Mikyoung Lim
In this paper we analyze the gradient blow-up of the solution to the conductivity problem in two dimensions in the presence of an inclusion with eccentric core-shell geometry. Assu…