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On a backward nonlinear parabolic equation with time and space dependent thermal conductivity: Regularization and error estimates by Pham Hoang Quan; Dang Duc Trong; Le Minh Triet is a scholarly article available to read on EtoBox.

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## Abstract. We study the inverse problem for nonlinear parabolic equation with variable thermal conductivity a ( x , t ) ${a(x,t)}$ which is a ill-posed problem. We regularize this problem by using the truncated integral method and then obtain the error estimate between the exact solution and the regularized solution. A numerical experiment is given for illustrating our method.

Author
Pham Hoang Quan; Dang Duc Trong; Le Minh Triet
Publisher
Walter de Gruyter GmbH
Published
2013
Language
EN

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