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Introduction. -Geometric structures of Laplacian eiegenfunctions
Geometric structures of Maxwellian eigenfunctions
Inverse obstacle and diffraction grating scattering problems
Path argument for inverse acoustic and electromagnetic obstacle scattering problems
Stability for inverse acoustic obstacle scattering problems. - Stability for inverse electromagnetic obstacle scattering problems
Geometric structures of Helmholtz's transmission eigenfunctions with general transmission conditions and applications
Geometric structures of Maxwell's transmission eigenfunctions and applications
Geometric structures of Lame's transmission eigenfunctions with general transmission conditions and applications
Geometric properties of Helmholtz?s transmission eigenfunctions induced by curvatures and applications. - Stable determination of an acoustic medium scatterer by a single far-field pattern
Stable determination of an elastic medium scatterer by a single far-field measurement and beyond.
Geometric structures of Maxwellian eigenfunctions
Inverse obstacle and diffraction grating scattering problems
Path argument for inverse acoustic and electromagnetic obstacle scattering problems
Stability for inverse acoustic obstacle scattering problems. - Stability for inverse electromagnetic obstacle scattering problems
Geometric structures of Helmholtz's transmission eigenfunctions with general transmission conditions and applications
Geometric structures of Maxwell's transmission eigenfunctions and applications
Geometric structures of Lame's transmission eigenfunctions with general transmission conditions and applications
Geometric properties of Helmholtz?s transmission eigenfunctions induced by curvatures and applications. - Stable determination of an acoustic medium scatterer by a single far-field pattern
Stable determination of an elastic medium scatterer by a single far-field measurement and beyond.