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Inverse Problems in Engineering Volume 9, 2001 - Issue 2
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Original Articles

A regularization approach for the determination of remission curves

S. Pohl Faculty of Mathematics, Department of Analysis
,
B. Hofmann Faculty of Mathematics, Department of Analysis
,
R. Neubert Faculty of Electrical Engineering and Information Technology, Technical University of Chemnitz, D-09107, Chemnitz, Germany, Professorship of Opto and Solid State Electronics
,
T. Otto Faculty of Electrical Engineering and Information Technology, Technical University of Chemnitz, D-09107, Chemnitz, Germany, Professorship of Opto and Solid State Electronics
&
C. Radehaus Faculty of Electrical Engineering and Information Technology, Technical University of Chemnitz, D-09107, Chemnitz, Germany, Professorship of Opto and Solid State Electronics
Pages 157-174 | Published online: 24 Oct 2007

Citations (5)

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Read on this site (1)

Daniel Gerth, Bernd Hofmann, Simon Birkholz, Sebastian Koke & Günter Steinmeyer. (2014) Regularization of an autoconvolution problem in ultrashort laser pulse characterization. Inverse Problems in Science and Engineering 22:2, pages 245-266.
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Articles from other publishers (4)

Frank Bauer, Martin Gutting & Mark A. Lukas. 2015. Handbook of Geomathematics. Handbook of Geomathematics 1713 1774 .
Frank Bauer, Martin Gutting & Mark A. Lukas. 2020. Handbook of Geomathematics. Handbook of Geomathematics 1 55 .
Frank Bauer & Mark A. Lukas. (2011) Comparingparameter choice methods for regularization of ill-posed problems. Mathematics and Computers in Simulation 81:9, pages 1795-1841.
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Frank Bauer & Stefan Kindermann. (2008) The quasi-optimality criterion for classical inverse problems. Inverse Problems 24:3, pages 035002.
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