Inverse heat conduction: ill-posed problems Beck J.V., Blackwell B., St.Clair C.R.
Publisher: Wiley

Where the strength of heat sources is not exactly recognized. The Analysis of the Inverse Heat Conduction Problem by Sequential Method .. Leading authority on 'deconvolution' and other ill-posed problems of applied mathematics. Solving Direct and Inverse Heat Conduction Problems book download. Unlike most books on ill-posed problems, this volume contains all the motivations , proofs, algorithms, and Inverse Heat Conduction: Ill-posed Problems. Molabahrami, A weighted algorithm based on the homotopy analysis method: Application to inverse heat conduction problems A. Adaptive wavelet methods and sparsity reconstruction for inverse heat conduction problems. Regularization hyper-parameter since the inverse heat conduction problem is as well as the measurement noise make the ill-posed character of this multi-. Key Words: backward heat conduction problem, inverse problem, regular- ization , integral equation, ill-posed. Sen), 65D25 (35B25 35J25 41A10 65J20) PDF Clipboard Journal Article. Direct problem and is identified as the initial inverse heat conduction problem. Some examples of model selection. Regularizing for inverse problems. A numerical method for solving the inverse heat conduction problem without initial value. An inverse heat conduction problem is concerned with the determination of the un- . This type of inverse problem is extremely ill-posed, e.g., Engle. Such an inverse heat conduction problem (described by a set of partial differential equations) is ill-posed (in HadamardÂ's sense). B.; Cheng, J.; Nakagawa, J.; Yamamoto, M. Currents in Impedance Tomography. Journal of Inverse and Ill-posed Problems,19(1):25-48, 2011.