Item description for Methods for Solving Operator Equations (Inverse and Ill-Posed Problems) by V. P. Tanana...
This monograph investigates the methods for solving linear operator equations from the viewpoint of their stability relative to disturbance of the initial information. It focuses on the operation equations: au=f, where u, f are desired and given elements of certain metric spaces (U and F respectively), and A is a given operator acting from U unto F. The concept of an optimum to a method for solving the equation Au=f with an approximately given operator is introduced and an analysis of the method from the viewpoint of their optimums is pursued. Problems of regularizing operator equations with a disturbance in the operator are considered. General schemes for finite-dimensional approximation of regularized solutions are also formulated and investigated.
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Studio: Walter de Gruyter
Est. Packaging Dimensions: Length: 9.7" Width: 6.5" Height: 0.7" Weight: 1.1 lbs.
Publisher Brill Academic Publishers
ISBN 9067642371 ISBN13 9789067642378
Availability 139 units. Availability accurate as of May 24, 2017 04:24.
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