[書籍][B] Carleman estimates for coefficient inverse problems and numerical applications
MV Klibanov, AA Timonov - 2004 - books.google.com
In this monograph, the main subject of the author's considerations is coefficient inverse
problems. Arising in many areas of natural sciences and technology, such problems consist …
problems. Arising in many areas of natural sciences and technology, such problems consist …
A posteriori error estimates in a globally convergent FEM for a hyperbolic coefficient inverse problem
This study concerns a posteriori error estimates in a globally convergent numerical method
for a hyperbolic coefficient inverse problem. Using the Laplace transform the model problem …
for a hyperbolic coefficient inverse problem. Using the Laplace transform the model problem …
Globally convergent numerical methods for some coefficient inverse problems
J ** algorithm for reconstruction of dielectrics in an optical fiber
We present a new model of an approximate globally convergent method in a frequency
domain for reconstruction of dielectric permittivity of a weakly guiding optical fiber. We …
domain for reconstruction of dielectric permittivity of a weakly guiding optical fiber. We …
Comparative studies of the globally convergent convexification algorithm with application to imaging of antipersonnel land mines
J **n, M V. Klibanov - Applicable Analysis, 2007 - Taylor & Francis
A comparative study of various aspects on the globally convergent convexification algorithm
for coefficient inverse problems is described. Numerical results of the algorithm with …
for coefficient inverse problems is described. Numerical results of the algorithm with …
Approximate global convergence in imaging of land mines from backscattered data
We present new model of an approximate globally convergent method in the most
challenging case of the backscattered data. In this case data for the coefficient inverse …
challenging case of the backscattered data. In this case data for the coefficient inverse …
A globally convergent convexification algorithm for multidimensional coefficient inverse problems
MV Klibanov, A Timonov - 2007 - degruyter.com
A globally convergent convexification algorithm for multidimensional coefficient inverse
problems Page 1 c de Gruyter 2007 J. Inv. Ill-Posed Problems 15 (2007), 167–179 DOI 10.1515 …
problems Page 1 c de Gruyter 2007 J. Inv. Ill-Posed Problems 15 (2007), 167–179 DOI 10.1515 …
Imaging of land mines by the globally convergent convexification method using a simplified mathematical model
J **n, MV Klibanov - Inverse Problems in Science and Engineering, 2008 - Taylor & Francis
A new 2-D implementation of the globally convergent convexification numerical method for
coefficient inverse problems is described. Based on a simplified mathematical model …
coefficient inverse problems is described. Based on a simplified mathematical model …