Jun Lai, Ph.D.
Affiliations: | 2013 | Applied Mathematics - Doctor of Philosophy | Michigan State University, East Lansing, MI |
Area:
Applied Mathematics, Electricity and Magnetism PhysicsGoogle:
"Jun Lai"Parents
Sign in to add mentorGang Bao | grad student | 2013 | Michigan State | |
(High frequency computation in wave equations and optimal design for a cavity.) |
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Publications
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Borges C, Lai J. (2020) Inverse scattering reconstruction of a three dimensional sound-soft axis-symmetric impenetrable object Inverse Problems |
Dong H, Lai J, Li P. (2020) An inverse acoustic-elastic interaction problem with phased or phaseless far-field data Inverse Problems. 36: 35014 |
Lai J, Li P. (2019) A Framework for Simulation of Multiple Elastic Scattering in Two Dimensions Siam Journal On Scientific Computing. 41 |
Dong H, Lai J, Li P. (2019) Inverse Obstacle Scattering for Elastic Waves with Phased or Phaseless Far-Field Data Siam Journal On Imaging Sciences. 12: 809-838 |
Lai J, O'Neil M. (2019) An FFT-accelerated direct solver for electromagnetic scattering from penetrable axisymmetric objects Journal of Computational Physics. 390: 152-174 |
Lai J, Li M, Li P, et al. (2018) A fast direct imaging method for the inverse obstacle scattering problem with nonlinear point scatterers Inverse Problems and Imaging. 12: 635-665 |
Lai J, Greengard L, O'Neil M. (2018) A new hybrid integral representation for frequency domain scattering in layered media Applied and Computational Harmonic Analysis. 45: 359-378 |
Lai J, Jiang S. (2018) Second kind integral equation formulation for the mode calculation of optical waveguides Applied and Computational Harmonic Analysis. 44: 645-664 |
Lai J, Greengard L, O'Neil M. (2017) Robust integral formulations for electromagnetic scattering from three-dimensional cavities Journal of Computational Physics. 345: 1-16 |
Jiang S, Lai J. (2016) Quantitative study of the effect of cladding thickness on modal confinement loss in photonic waveguides. Optics Express. 24: 24872-24882 |