On the Equivalence of Singular and Ill-Posed Problems: The p -Factor Regularization Method
DOKLADY MATHEMATICS(2022)
摘要
The local equivalence of singular and ill-posed problems in a class of sufficiently smooth mappings is shown, which justifies the use of the p -factor regularization method to solve them. The main constructions in p -regularity theory that are necessary for stable solution of approximate problems are described, and estimation theorems for regularizing algorithms are proved.
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关键词
singular,ill-posed,p-regular,factor method
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