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Computational electromagnetics

Full-wave solvers built on in-house MoM, MLFMA, FEM, and FDTD codes — including the multiple-precision MLFMA that resolved a long-standing accuracy-vs-efficiency problem and earned a national dissertation award.

Computational electromagnetics

I build and use full-wave electromagnetic solvers across the major formulations — method of moments, the multilevel fast multipole algorithm, finite elements, and FDTD — largely on in-house codes. My doctoral contribution, multiple-precision MLFMA, gave error-controlled accuracy across very wide bandwidths.

More recently I have co-developed machine-learning-accelerated integral-equation solvers that retain physics-based accuracy while cutting computation time for electrically large structures.

  • In-house MoM / MLFMA / FEM / FDTD / UTD codes
  • Multiple-precision, error-controlled MLFMA
  • ML-accelerated integral-equation solvers