Ill-Posed Problems of Mathematical Physics and Analysis (Translations of Mathematical Monographs Reprint 64)

Ill-Posed Problems of Mathematical Physics and Analysis (Translations of Mathematical Monographs Reprint 64)

By: V.G. Romanov (author), S.P. Shishatskii (author), M.M. Lavrentev (author), M.M. Lavrentev (author), M.M. Lavrentev (author), M.M. Lavrentev (author), M.M. Lavrentev (author), M.M. Lavrentev (author), M.M. Lavrentev (author), M.M. Lavrentev (author), M.M. Lavrentev (author), M.M. Lavrentev (author), M.M. Lavrentev (author), M.M. Lavrentev (author), M.M. Lavrentev (author), M.M. Lavrentev (author), M.M. Lavrentev (author), M.M. Lavrentev (author), M.M. Lavrentev (author), M.M. Lavrentev (author), M.M. Lavrentev (author), M.M. Lavrentev (author), M.M. Lavrentev (author), M.M. Lavrentev (author), M.M. Lavrentev (author), M.M. Lavrentev (author), M.M. Lavrentev (author), M.M. Lavrentev (author), M.M. Lavrentev (author), M.M. Lavrentev (author), M.M. Lavrentev (author), M.M. Lavrentev (author), M.M. Lavrentev (author), M.M. Lavrentev (author), M.M. Lavrentev (author), M.M. Lavrentev (author), M.M. Lavrentev (author), M.M. Lavrentev (author), M.M. Lavrentev (author), M.M. Lavrentev (author), M.M. Lavrentev (author), M.M. Lavrentev (author), M.M. Lavrentev (author), M.M. Lavrentev (author), M.M. Lavrentev (author), M.M. Lavrentev (author), M.M. Lavrentev (author), M.M. Lavrentev (author), M.M. Lavrentev (author), M.M. Lavrentev (author), M.M. Lavrentev (author), M.M. Lavrentev (author), J. R. Schulenberger (translator)Paperback

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Description

In this book, the authors present a number of examples which lead to ill-posed problems arising with the processing and interpretation of data of physical measurements. Basic postulates and some results in the general theory of ill-posed problems follow. The exposition also includes problems of analytic continuation from continua and discrete sets, analogous problems of continuation of solutions of elliptic and parabolic equations, the main ill-posed boundary value problem for partial differential equations, and results on the theory of Volterra equations of the first kind. A very broad presentation is given of modern results on the problem of uniqueness in integral geometry and on inverse problems for partial differential equations.

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Contents

Physical formulations leading to ill-posed problems Basic concepts of the theory of ill-posed problems Analytic continuation Boundary value problems for differential equations Volterra equations Integral geometry Multidimensional inverse problems for linear differential equations.

Product Details

  • publication date: 15/12/1986
  • ISBN13: 9780821808962
  • Format: Paperback
  • Number Of Pages: 290
  • ID: 9780821808962
  • weight: 567
  • ISBN10: 0821808966
  • translations: Russian

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