Inverse conductivity problem for spherical particles

Type: Book-Chapter

Publication Date: 2022-01-01

Citations: 1

DOI: https://doi.org/10.1016/b978-0-32-390543-5.00010-4

Locations

  • Elsevier eBooks - View

Similar Works

Action Title Year Authors
+ The inverse conductivity problem in two dimensions 1990 Ziqi Sun
+ Inverse problem for the diffusion equation in the case of spherical symmetry 2013 А. М. Денисов
С. И. Соловьева
+ Inverse Scattering Problem for the Maxwell Equation 2005 Noriyuki Kunogi
+ Uniqueness for Inverse Conductivity Problems 2007 Habib Ammari
Hyeonbae Kang
+ Inverse boundary problem for a solid 1986 В. А. Буров
A.A. Goryunov
T. A. Tikhonova
+ On the inverse conductivity problem 1998 Bünyamin Yıldız
Ali Sever
+ Numerical Solution of the Inverse Problem for the Diffusion Equation Under Spherical Symmetry 2015 С. И. Соловьева
+ Inverse conductivity problem in the two-dimensional case 1992 V. G. Cherednichenko
G. V. Veryovkina
+ The solution of the inverse Stefan problem 1974 Б.М. Будак
V.I. Vasil'eva
+ Inverse boundary value problem for a solid body 1986 В. А. Буров
A. A. Goriunov
T. A. Tikhonova
+ Uniqueness in the inverse conductivity problem for nonsmooth conductivities in two dimensions 1997 R. M. Brown
R. M. Brown
Günther Uhlmann
Günther Uhlmann
+ On the solution of an inverse conductivity problem 1996 기호삼
+ Inverse Scattering Problem 2017 Takashi Takenaka
+ Inverse Scattering Problem 1981 양승인
나정웅
신상영
+ Inverse scattering problem 2020 А. Г. Рамм
+ Inverse scattering problem 1984 David Colton
+ Solution of a homogeneous inverse stefan problem 1989 V. M. Vigak
Yu. V. Zhernovoi
+ The Inverse Source Problem for Maxwell's Equations 2006 Richard A. Albanese
Peter Monk
+ Radial Inverse Scattering Problems 2002 Khosrow Chadan
Pierre Sabatier
+ Inverse source problems in Poisson's equations 1994 三郎 斎藤

Works That Cite This (1)

Action Title Year Authors
+ Mathematical Modelling of the Lomb–Scargle Method in Astrophysics 2024 Yeskendyr Ashimov