Browse "Dept. of Mathematical Sciences(수리과학과)" by Subject CONDUCTIVITY

Showing results 1 to 8 of 8

1
Classification of spectra of the Neumann-Poincare operator on planar domains with corners by resonance

Helsing, Johan; Kang, Hyeonbae; Lim, Mikyoung, ANNALES DE L INSTITUT HENRI POINCARE-ANALYSE NON LINEAIRE, v.34, no.4, pp.991 - 1011, 2017-07

2
Construction of inclusions with vanishing generalized polarization tensors by imperfect interfaces

Choi, Doosung; Lim, Mikyoung, STUDIES IN APPLIED MATHEMATICS, v.152, no.2, pp.673 - 695, 2024-02

3
Effective parameters of elastic composites

Ammari, H; Kang, HB; Lim, Mikyoung, INDIANA UNIVERSITY MATHEMATICS JOURNAL, v.55, no.3, pp.903 - 922, 2006

4
Geometric multipole expansion and its application to semi-neutral inclusions of general shape

Choi, Doosung; Kim, Junbeom; Lim, Mikyoung, ZEITSCHRIFT FUR ANGEWANDTE MATHEMATIK UND PHYSIK, v.74, no.1, 2023-02

5
Geometric series expansion of the Neumann-Poincare operator: Application to composite materials

Cherkaev, Elena; Kim, Minwoo; Lim, Mikyoung, EUROPEAN JOURNAL OF APPLIED MATHEMATICS, v.33, no.3, pp.560 - 585, 2022-06

6
Integration of the denoising, inpainting and local harmonic B(z) algorithm for MREIT imaging of intact animals

Jeon, Kiwan; Kim, Hyung Joong; Lee, Chang-Ock; Seo, Jin Keun; Woo, Eung Je, PHYSICS IN MEDICINE AND BIOLOGY, v.55, no.24, pp.7541 - 7556, 2010-12

7
Local Harmonic B(z) Algorithm With Domain Decomposition in MREIT: Computer Simulation Study

Seo, Jin Keun; Kim, Sung Wan; Kim, Sungwhan; Liu, Ji Jun; Woo, Eung Je; Jeon, Kiwan; Lee, Chang-Ock, IEEE TRANSACTIONS ON MEDICAL IMAGING, v.27, no.12, pp.1754 - 1761, 2008-12

8
Non-iterative harmonic B(z) algorithm in MREIT

Seo, Jin Keun; Jeon, Kiwan; Lee, Chang-Ock; Woo, Eung Je, INVERSE PROBLEMS, v.27, no.8, 2011-08

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