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A Reduced Basis Approach for Variational Problems with Stochastic Parameters: Application to Heat Conduction with Variable Robin Coefficient

机译：随机参数变分问题的简化基础方法 - 可变Robin系数的热传导应用

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Claude Le Brisa; Ngoc Cuong Nguyenc; Anthony T. Paterac;
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年度 2016
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1. A reduced basis approach for variational problems with stochastic parameters: Application to heat conduction with variable Robin coefficient [J] . Sebastien Boyaval, Claude Le Bris, Yvon Maday, Computer Methods in Applied Mechanics and Engineering . 2009,第41a44期

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2. Exact variations for stochastic heat equations with piecewise constant coefficients and application to parameter estimation [J] . M. Zili, E. Zougar Theory of probability and mathematical statistics . 2020,第100期

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3. Application of the Variational Iteration Method to Nonlinear Non-Fourier Conduction Heat Transfer Equation with Variable Coefficient [J] . Seyfolah Saedodin, Hessameddin Yaghoobi, Mohsen Torabi Heat transfer . 2011,第6期

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4. Application of the Reduced Basis Method for Optimisation of Heat Conduction Problems [C] . S. M. B. Afonso, P. R. M. Lyra, T. M. Albuquerque International Conference on Civil, Structural and Environmental Engineering Computing . 2005

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6. SOLUTION OF THE BOLTZMANN-HILBERT INTEGRAL EQUATION II. THE COEFFICIENTS OF VISCOSITY AND HEAT CONDUCTION [O] . Chaim L. Pekeris, Zipora Alterman 1957

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7. A reduced basis approach for variational problems with stochastic parameters: Application to heat conduction with variable Robin coefficient [O] . Bris Claude Le, Maday Yvon, Nguyen Ngoc Cuong, 2009

机译：随机参数变分问题的简化基础方法：应用具有可变罗宾系数的热传导

A Reduced Basis Approach for Variational Problems with Stochastic Parameters: Application to Heat Conduction with Variable Robin Coefficient

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