A numerical method consisting of Tikhonov regularization to the matrix form of Duhamel s principle for solving a One-dimensional IHCP
Publish Year: 1391
Type: Conference paper
Language: English
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ICNMO01_014
Index date: 9 March 2013
A numerical method consisting of Tikhonov regularization to the matrix form of Duhamel s principle for solving a One-dimensional IHCP abstract
A numerical method consisting of Tikhonov regularization to the matrix form of Duhamel s principle for solving this IHCP using temperature data containing significant noise is presented in this paper .The measurements ensure that the inverse problem has a unique solution, but this solution is unstable hence the problem is ill-posed. This instability is overcome using the zeroth-, first-, and second-order Tikhonov regularization method with the gcv criterion for the choice of the regularization parameter.
A numerical method consisting of Tikhonov regularization to the matrix form of Duhamel s principle for solving a One-dimensional IHCP Keywords:
A numerical method consisting of Tikhonov regularization to the matrix form of Duhamel s principle for solving a One-dimensional IHCP authors
Akram saeedi
School of Mathematics and Computer Sciences, Damghan University, P.O.Box ۳۶۷۱۵-۳۶۴, Damghan, Iran
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