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Ronold W. P. King grad student 1999 Harvard (Physics Tree)
Tai T. Wu grad student 1999 Harvard (Physics Tree)
 (Studies in Classical Electromagnetic Radiation and Bose-Einstein Condensation.)
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Publications

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Johnson I, Margetis D. (2022) Emergence of local geometric laws of step flow in homoepitaxial growth. Physical Review. E. 105: 034802
Maier M, Luskin M, Margetis D. (2020) Finite-size effects in wave transmission through plasmonic crystals: A tale of two scales Physical Review B. 102
Margetis D. (2020) Edge plasmon-polaritons on isotropic semi-infinite conducting sheets Journal of Mathematical Physics. 61: 062901
Maier M, Margetis D, Mellet A. (2020) Homogenization of time-harmonic Maxwell’s equations in nonhomogeneous plasmonic structures Journal of Computational and Applied Mathematics. 377: 112909
Johnson I, Ratsch C, Gibou F, et al. (2019) Slope selection in unstable multilayer growth in 1+1 dimensions: Step flow models with downward funneling. Physical Review. E. 100: 052802
Maier M, Mattheakis M, Kaxiras E, et al. (2019) Homogenization of plasmonic crystals: seeking the epsilon-near-zero effect. Proceedings. Mathematical, Physical, and Engineering Sciences. 475: 20190220
Schneider JP, Margetis D, Gibou F, et al. (2019) An examination of scaling behavior in unstable epitaxial mound growth via kinetic Monte Carlo simulations. Journal of Physics. Condensed Matter : An Institute of Physics Journal
Liu J, Lu J, Margetis D, et al. (2019) Asymmetry in crystal facet dynamics of homoepitaxy by a continuum model Physica D: Nonlinear Phenomena. 393: 54-67
Schneider JP, Patrone PN, Margetis D. (2018) STERIC HINDRANCE OF CRYSTAL GROWTH: NONLINEAR STEP FLOW IN 1+1 DIMENSIONS. Physica D. Nonlinear Phenomena. 16
Maier M, Margetis D, Luskin M. (2018) Generation of surface plasmon-polaritons by edge effects Communications in Mathematical Sciences. 16: 77-95
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