Inverse problem theory is one of the most important directions of modern mathematics. In this monograph, for the most part, inverse coefficient problems are explored, for example Helmholtz equations. The coefficient of these equations need to be recovered by certain known information on the solutions of these equations. In this book, the basic method for studying multidimensional inverse problems is the small parameter method (the asymptotic method). Such methods are widely used for investigation of direct problems.
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Provides a method for investigating and solving multidimensional inverse problems. In the text, magnetotelluric inverse problems are used to demonstrate the advantages of this approach for the theoretical investigation and numerical solution of inverse problems.
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