Spectral Geometry and Inverse Scattering Theory

Huaian Diao () and Hongyu Liu ()
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Huaian Diao: Jilin University, School of Mathematics
Hongyu Liu: City University of Hong Kong, Department of Mathematics

in Springer Books from Springer

Date: 2023
ISBN: 978-3-031-34615-6
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Chapters in this book:

Ch Chapter 1 Introduction

Huaian Diao and Hongyu Liu

Ch Chapter 10 Geometric Structures of Lamé’s Transmission Eigenfunctions with General Transmission Conditions and Applications

Huaian Diao and Hongyu Liu

Ch Chapter 11 Geometric Properties of Helmholtz’s Transmission Eigenfunctions Induced by Curvatures and Applications

Huaian Diao and Hongyu Liu

Ch Chapter 12 Stable Determination of an Acoustic Medium Scatterer by a Single Far-Field Pattern

Huaian Diao and Hongyu Liu

Ch Chapter 13 Stable Determination of an Elastic Medium Scatterer by a Single Far-Field Measurement and Beyond

Huaian Diao and Hongyu Liu

Ch Chapter 2 Geometric Structures of Laplacian Eigenfunctions

Huaian Diao and Hongyu Liu

Ch Chapter 3 Geometric Structures of Maxwellian Eigenfunctions

Huaian Diao and Hongyu Liu

Ch Chapter 4 Inverse Obstacle and Diffraction Grating Scattering Problems

Huaian Diao and Hongyu Liu

Ch Chapter 5 Path Argument for Inverse Acoustic and Electromagnetic Obstacle Scattering Problems

Huaian Diao and Hongyu Liu

Ch Chapter 6 Stability for Inverse Acoustic Obstacle Scattering Problems

Huaian Diao and Hongyu Liu

Ch Chapter 7 Stability for Inverse Electromagnetic Obstacle Scattering Problems

Huaian Diao and Hongyu Liu

Ch Chapter 8 Geometric Structures of Helmholtz’s Transmission Eigenfunctions with General Transmission Conditions and Applications

Huaian Diao and Hongyu Liu

Ch Chapter 9 Geometric Structures of Maxwell’s Transmission Eigenfunctions and Applications

Huaian Diao and Hongyu Liu

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DOI: 10.1007/978-3-031-34615-6

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