An Initial Value Approach to the Inverse Helmholtz Problem at Fixed Frequency

Similar Works

Action	Title	Year	Authors
+	An inverse problem for the Helmholtz equation	1993	Oleksandr Nakonechnyi Kh. M. Meredov
+	Inverse Problem for a Nonlinear Helmholtz Equation	2003	Emmanuel Jalade
+	An inverse scattering problem for the Helmholtz equation	1984	А. Г. Кюркчан
+	An inverse transmission problem for the Helmholtz equation	1987
+	Inverse scattering problem for the Helmholtz equation	1984	A. G. Kyurkchan
+	An inverse problem for Helmholtz's equation III	1989	А. Г. Рамм
+	A Fixed-Point Iteration Method for High Frequency Helmholtz Equations	2022	Songting Luo Qing Liu
+	Numerical Estimation of the Inverse Eigenvalue Problem for a Weighted Helmholtz Equation	2023	Zhengfang Zhang Xiangjing Gao Xiaoliang Cheng
+	Stability of the inverse problem for the Helmholtz equation	1994	Gleb Dyatlov
+	An inverse problem for the helmholtz equation in a domain with unknown boundary	1984	А. С. Барашков
+ PDF Chat	Inverse Wave-Number-Dependent Source Problems for the Helmholtz Equation	2024	Hongxia Guo Guanghui Hu
+ PDF Chat	An adaptive C0IPG method for the Helmholtz transmission eigenvalue problem	2018	Hao Li Yidu Yang
+	A direct numerical solution to a one-dimensional helmholtz equation	1969	James J. O’Brien
+	Cauchy problem for the Helmholtz equation	2003	Sh. Yarmukhamedov I. Yarmukhamedov
+ PDF Chat	Inverse Scattering for the 1-D Helmholtz Equation	2015	Ingrid Beltiţă Renata Bunoiu
+	A Computational Method for Inverse Helmholtz Problem Without Linearization	2023	M. Tadi
+	Numerical solution of the inverse source problem for the Helmholtz equation with multiple frequency data	2011	Gang Bao Junshan Lin Faouzi Triki
+	Polynomial approximation of an inverse Cauchy problem for Helmholtz type equations	2022	Fatima Aboud Ibtihal Th. Jameel Athraa F. Hasan Baydaa Kh. Mostafa Abdeljalil Nachaoui
+	An inverse scattering method for a 1-D dissipative Helmholtz equation	1999	Jeffrey O. Powell
+	A numerical method for inverse Helmholtz problem based on approximate inverse of a matrix	2023	M. Tadi

Works That Cite This (5)

Action	Title	Year	Authors
+	Modified Tikhonov regularization method for the Cauchy problem of the Helmholtz equation	2008	Hai‐Hua Qin Ting Wei Renkun Shi
+	An algorithm for 3D ultrasound tomography	2007	Frank Natterer
+	Approximate solution of a Cauchy problem for the Helmholtz equation	2006	Teresa Regińska K. Regiński
+	Initial value techniques for the Helmholtz and Maxwell equations	2006	Frank Natterer Olga Klyubina
+	Marching schemes for inverse acoustic scattering problems	2005	Frank Natterer Frank Wübbeling

Works Cited by This (8)

Action	Title	Year	Authors
+	A modified dual space method for solving the electromagnetic inverse scattering problem for an infinite cylinder	1994	David Colton Peter Monk
+	A modified gradient method for two- dimensional problems in tomography	1992	R. E. Kleinman P.M. van den Berg
+	Regularized Quasi-Newton method for inverse scattering problems	1993	Semion Gutman Michael V. Klibanov
+	Global Uniqueness for a Two-Dimensional Inverse Boundary Value Problem	1996	Adrian Nachman
+	A propagation-backpropagation method for ultrasound tomography	1995	Frank Natterer Frank Wübbeling
+	Nonperturbative Diffraction Tomography via Gauss-Newton Iteration Applied to the Scattering Integral Equation	1992	D.T. Borup Steven A. Johnson Whan-Woo Kim M. J. Berggren
+	Ordinary Differential Equations	2002	Philip Hartman
+	Ordinary Differential Equations	2017	John M. Stewart