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G. R. Belitskii,Yurii I. Lyubichng linearer Gleichungssysteme. So ist es nicht verwunderlich, daß die Forschungsaktivitäten auf dem Gebiet der Gleichungssystemlöser einen deut lichen Aufschwung erfahren und zur Entwicklung einer Vielzahl effizienter Verfahren geführt haben. Das vorliegende Buch basiert auf den Inhalten einer vomIncompetent 发表于 2025-3-22 01:11:38
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0255-0156 or minorants. . . . . . 133 §4. Suprema of families of operator norms 141 §5. Ring cross-norms . . 150 §6. Orthogonally-invariant norms. 152 CHAPTER 4 - STUDY O978-3-7643-2220-5978-3-0348-7400-7Series ISSN 0255-0156 Series E-ISSN 2296-4878爱社交 发表于 2025-3-22 12:44:52
Book 1988 CHAPTER 3 - OPERATOR NORMS . 113 §l. Ring norms on the algebra of operators in E 113 §2. Characterization of operator norms. 126 §3. Operator minorants. . . . . . 133 §4. Suprema of families of operator norms 141 §5. Ring cross-norms . . 150 §6. Orthogonally-invariant norms. 152 CHAPTER 4 - STUDY O指数 发表于 2025-3-22 16:18:27
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Operators in Finite-Dimensional Normed Spaces,s. The notations E and n for the ground space and its dimensions will be kept fixed throughout the book. In studying questions that can be treated without making distinction between the real and complex case we shall denote the ground field by K. As a rule, the ele-ments of K (.) will be denoted by心神不宁 发表于 2025-3-23 08:14:03
Operator Norms,ace E is real in order to simplify, to some extent, the notation; however, all results discussed below extend to the complex case with minor modifications]. End (E) can be endowed with a norm in infinitely many ways which are all topologically equivalent (thanks to the finite-dimensionality of the s