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Fast Numerical Methods for Mixed, Singular Helmholtz Boundary Value Problems and Laplace Eigenvalue Problems - with Applications to Antenna Design, Sloshing, Electromagnetic Scattering and Spectral Geometry
2016 · California Institute of Technology · doctoral · Applied And Computational Mathematics
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@misc{academicancestry_caltechthesis_caltechthesis_9110,
author = {{Academic Ancestry}},
title = {{Fast Numerical Methods for Mixed, Singular Helmholtz Boundary Value Problems and Laplace Eigenvalue Problems - with Applications to Antenna Design, Sloshing, Electromagnetic Scattering and Spectral Geometry: record of a thesis}},
year = {2026},
url = {https://academicancestry.org/thesis/caltechthesis/caltechthesis%3A9110},
note = {read on 2026-10-23}
}apa
Academic Ancestry. (2026, October 23). Fast Numerical Methods for Mixed, Singular Helmholtz Boundary Value Problems and Laplace Eigenvalue Problems - with Applications to Antenna Design, Sloshing, Electromagnetic Scattering and Spectral Geometry: Record of a thesis [Read on 2026-10-23]. https://academicancestry.org/thesis/caltechthesis/caltechthesis%3A9110