Min Gi Lee (
Ph.D. Candidate, Advisor: Yong-Jung Kim (a
member of PDE LAB since |
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Department of Mathematical Sciences, KAIST |
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KAIST ¼ö¸®°úÇаú |
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email: mg.lee-at-kaist.ac.kr |
[7] | M.G. Lee, A modification on the Ivanenko-Landau-Kahler equation.[ preprint ] |
[6] | Y.-J. Kim, M.G. Lee and M. Slemrod, Thermal creep of a rarefied gas on the basis of non-linear Korteweg-theory, (submitted to Archive for Rational Mechanics)[ preprint ] |
[5] | Y.-J. Kim, M.S. Ko and M. Lee, Virtual Resistive Network algorithm for inverse conductivity problems, (in preparation)[ preprint ] |
[4] | T.H. Lee, H.S. Nam, M.G. Lee, Y.-J. Kim, E.J. Woo and O.I. Kwon Reconstruction of conductivity using dual loop method with one injection current in MREIT, Phys. Med. Biol. 55 (2010) 7523--7539. [ pdf ] |
[3] | Y.-J. Kim and M.G. Lee, Well-posedness of the conductivity reconstruction from an interior current density in terms of Schauder theory, [ accepted by Quart. Appl. Math., pdf ] |
[2] | M.G. Lee, Well-posedness in anisotropic electrical conductivity reconstruction from three sets of internal current data, (in preparation, 2014, Ph.D. thesis, KAIST)[ pdf ] |
[1] | M.G. Lee, Network approach to conductivity recovery, (2009, Master thesis, KAIST).[ pdf ] |
Abbreviations (¾à¾î¼³¸í):
RA: (student)
research assistance, (Çлý)
¿¬±¸Á¶¿ø/CRA: corresponding RA, ´ã´ç ¿¬±¸Á¶¿ø