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- W170069669 abstract "This chapter explains the problems of perturbations and approximations of generalized inverses of linear operators. The approximation theory of generalized inverses of linear operators has many subtle points involving several modes of convergence, analytic and computational tractability, and techniques that are not merely extensions of those used in the matrix case. Often the study of approximations for a given mathematical object leads to a deeper understanding of the properties of that object, as suggested by Bertrand Russell. Resolution of the difficulties arising in the approximations leads to sharper insight into the properties of the exact object. The approximation methods include projectional and iterative methods and collectively-compact operator approximations. The chapter discusses these methods." @default.
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- W170069669 date "1976-01-01" @default.
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- W170069669 title "Perturbations and Approximations for Generalized Inverses and Linear Operator Equations" @default.
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- W170069669 doi "https://doi.org/10.1016/b978-0-12-514250-2.50013-5" @default.
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