Banach, Fréchet, Hilbert and Neumann spaces / Jacques Simon. 6

By: Simon, Jacques C. H. 4 0 (Jacques Charles Henri),16, 1945- [, author.] | [, ] |
Contributor(s): 5 6 [] |
Language: Unknown language code Summary language: Unknown language code Original language: Unknown language code Series: ; Analysis for PDEs set volume 1London, UK :;Hoboken, NJ : ISTE, Ltd. ;;Wiley, 201746Edition: Description: 1 online resourceContent type: text Media type: computer Carrier type: online resourceISBN: 9781119426516;1119426510ISSN: 2Other title: 6 []Uniform titles: | | Related works: 1 40 6 []Subject(s): -- 2 -- 0 -- -- | -- 2 -- 0 -- 6 -- | 2 0 -- | -- -- 20 -- | | -- -- Banach spaces.;Fréchet spaces.;MATHEMATICS / Calculus;MATHEMATICS / Mathematical Analysis;Banach spaces.;Fréchet spaces. -- -- -- | -- -- -- 20 -- --Genre/Form: Electronic books. -- 2 -- Additional physical formats: DDC classification: | 515/.732 LOC classification: | QA322.2 | 2Other classification:
Contents:
Prerequisites -- SEMI-NORMED SPACES. Semi-normed Spaces -- Comparison of Semi-normed Spaces -- Banach, Fréchet and Neumann Spaces -- Hilbert Spaces -- Product, Intersection, Sum and Quotient of Spaces -- CONTINUOUS MAPPINGS. Continuous Mappings -- Images of Sets Under Continuous Mappings -- Properties of Mappings in Metrizable Spaces -- Extension of Mappings, Equicontinuity -- Compactness in Mapping Spaces -- Spaces of Linear or Multilinear Mappings -- WEAK TOPOLOGIES. Duality -- Dual of a Subspace -- Weak Topology -- Properties of Sets for the Weak Topology -- Reflexivity -- Extractable Spaces -- DIFFERENTIAL CALCULUS. Differentiable Mappings -- Differentiation of Multivariable Mappings -- Successive Differentiations -- Derivation of Functions of One Real Variable.
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56

Includes bibliographical references and index.

Prerequisites -- SEMI-NORMED SPACES. Semi-normed Spaces -- Comparison of Semi-normed Spaces -- Banach, Fréchet and Neumann Spaces -- Hilbert Spaces -- Product, Intersection, Sum and Quotient of Spaces -- CONTINUOUS MAPPINGS. Continuous Mappings -- Images of Sets Under Continuous Mappings -- Properties of Mappings in Metrizable Spaces -- Extension of Mappings, Equicontinuity -- Compactness in Mapping Spaces -- Spaces of Linear or Multilinear Mappings -- WEAK TOPOLOGIES. Duality -- Dual of a Subspace -- Weak Topology -- Properties of Sets for the Weak Topology -- Reflexivity -- Extractable Spaces -- DIFFERENTIAL CALCULUS. Differentiable Mappings -- Differentiation of Multivariable Mappings -- Successive Differentiations -- Derivation of Functions of One Real Variable.

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Online resource; title from PDF title page (John Wiley, viewed June 1, 2017).

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