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Identification of transmissivity coefficients by mollification techniques. Part I: One-dimensional elliptic and parabolic problems

机译：通过移动技术识别透射系数。第一部分：一维椭圆和抛物线问题

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Hinestroza Doris; Murio Diego A.;
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年度 1993
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机译：具有周期系数的一维椭圆算子的抛物线马丁边界和热核的渐近公式
2. Parabolic Martin Boundaries and Asymptotic Formulas of Heat Kernels for One-Dimensional Elliptic Operators with Periodic Coefficients [J] . Murata M., Tsuchida T. Potential analysis: An international journal devoted to the interactions between potential theory, probability theory, geometry and functional analysis . 2010,第4期

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3. Identification of the diffusion coefficient in a one-dimensional parabolic equation [J] . Victor Isako, Stefan Kindermann Inverse Problems: An International Journal of Inverse Problems, Inverse Methods and Computerised Inversion of Data . 2000,第3期

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4. A collocation scheme for the identification of coefficients innonlinear parabolic equations [C] . Pilant M., Rundell W. 1993 International Joint Conference on Neural Networks, 1993. IJCNN '93-Nagoya, 1993 . 2001

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5. Numerical identification of transmissivity coefficients in elliptic and parabolic equations by mollification techniques [D] . Hinestroza Gutierrez, Doris 1992

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6. PARABOLIC SYSTEMS OF DIFFERENTIAL EQUATIONS WITH TIME DEPENDENT COEFFICIENTS [O] . 1957

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7. Identification of transmissivity coefficients by mollification techniques. Part II: n-dimensional elliptic problems [O] . Hinestroza D. 1995

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8. Closed-form expressions for the neutron and x-ray reflection and transmission coefficients of a one-dimensional profile. [R] . X. L. Zhou G. P. Felcher S. H. Chen 1990

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Identification of transmissivity coefficients by mollification techniques. Part I: One-dimensional elliptic and parabolic problems

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