Linear sampling method for the heat equation with inclusions

Title
Linear sampling method for the heat equation with inclusions
Authors
나까무라
Issue Date
2013
Publisher
INVERSE PROBLEMS
Series/Report no.
INVERSE PROBLEMS ; Vol29 no.10 Startpage 104015 Endpage 104015
Abstract
We are concerned with the reconstruction of unknown inclusions inside a heat conductor from boundary measurements, which is modeled as an inverse boundary value problem for a parabolic equation. Taking the Neumann-toDirichlet map as measured data, we establish a linear sampling-type method to identify the inclusions. As in inverse scattering problems, the so-called forward interior transmission problem naturally arises in the linear sampling method for identifying inclusions. The unique solvability of the forward interior transmission problem for parabolic equations is also investigated.
URI
http://dspace.inha.ac.kr/handle/10505/33384
ISSN
0266-5611
Appears in Collections:
College of Natural Science(자연과학대학) > Mathematics (수학) > Journal Papers, Reports(수학 논문, 보고서)
Files in This Item:
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