
Ebook Info
- Published: 2002
- Number of pages: 196 pages
- Format: PDF
- File Size: 0.85 MB
- Authors: Dang D. Ang
Description
Moment Theory is not a new subject; however, in classical treatments, the ill-posedness of the problem is not taken into account – hence this monograph. Assuming a “true” solution to be uniquely determined by a sequence of moments (given as integrals) of which only finitely many are inaccurately given, the authors describe and analyze several regularization methods and derive stability estimates. Mathematically, the task often consists in the reconstruction of an analytic or harmonic function, as is natural from concrete applications discussed (e.g. inverse heat conduction problems, Cauchy’s problem for the Laplace equation, gravimetry). The book can be used in a graduate or upper undergraduate course in Inverse Problems, or as supplementary reading for a course on Applied Partial Differential Equations.
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Free Download Moment Theory and Some Inverse Problems in Potential Theory and Heat Conduction (Lecture Notes in Mathematics, 1792) 2002nd Edition in PDF format
Moment Theory and Some Inverse Problems in Potential Theory and Heat Conduction (Lecture Notes in Mathematics, 1792) 2002nd Edition PDF Free Download
Download Moment Theory and Some Inverse Problems in Potential Theory and Heat Conduction (Lecture Notes in Mathematics, 1792) 2002nd Edition 2002 PDF Free
Moment Theory and Some Inverse Problems in Potential Theory and Heat Conduction (Lecture Notes in Mathematics, 1792) 2002nd Edition 2002 PDF Free Download
Download Moment Theory and Some Inverse Problems in Potential Theory and Heat Conduction (Lecture Notes in Mathematics, 1792) 2002nd Edition PDF
Free Download Ebook Moment Theory and Some Inverse Problems in Potential Theory and Heat Conduction (Lecture Notes in Mathematics, 1792) 2002nd Edition