A projection-regularized newton method for nonlinear ill-posed problems and its application to parameter identification problems with finite element discretization

Kaltenbacher B.

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A projection-regularized newton method for nonlinear ill-posed problems and its application to parameter identification problems with finite element discretization

机译：非线性不适定问题的投影正则化牛顿法及其在有限元离散化参数辨识中的应用

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《Zeitschrift fur Angewandte Mathematik und Mechanik》 |2000年第1期|共9页
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Kaltenbacher B.;
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正文语种 eng
中图分类应用数学;
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专利

1. A projection-regularized newton method for nonlinear ill-posed problems and its application to parameter identification problems with finite element discretization [J] . Kaltenbacher B. Zeitschrift fur Angewandte Mathematik und Mechanik . 2000,第Suppla1期

机译：非线性不适定问题的投影正则化牛顿法及其在有限元离散化参数辨识中的应用
2. Iterative methods for nonlinear ill-posed problems in Banach spaces: convergence and applications to parameter identification problems [J] . Kaltenbacher B, Schopfer F, Schuster T Inverse Problems: An International Journal of Inverse Problems, Inverse Methods and Computerised Inversion of Data . 2009,第6期

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3. COMPARISON OF QUASI-NEWTON METHODS FOR PARAMETER IDENTIFICATION IN FINITE-ELEMENT MODELS FOR GROUNDWATER CONTAMINANT TRANSPORT SIMULATION [J] . Nien-sheng Hsu Journal of the Chinese Institute of Environmental Engineering . 2002,第2期

机译：地下水污染物运输模拟有限元模型中参数识别拟牛顿法的比较
4. Newton-type method with double regularization parameters for nonlinear ill-posed problems [C] . Meng Zehong, Zhao Zhenyu IEEE International Conference on Intelligent Computing and Intelligent Systems;ICIS 2009 . 2009

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5. Development of a computational framework coupling the non-Newtonian lattice Boltzmann method and the discrete element method with application to block caving [D] . Leonardi, Christopher Ross 2009

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7. An Application of Newton Type Iterative Method for Lavrentiev Regularization for Ill-Posed Equations: Finite Dimensional Realization [O] . Santhosh George, Suresan Pareth 2012

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A projection-regularized newton method for nonlinear ill-posed problems and its application to parameter identification problems with finite element discretization

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