Author: H. P. Rosenthal,F. A. Sukochev,U. Haagerup

Language: English

ISBN: 0821832719

ISBN13: 978-0821832714

Publisher: Amer Mathematical Society (May 1, 2003)

Category: Mathematics

Subcategory: Science

Rating: 4.4

Votes: 375

Formats: doc mbr docx txt

ePub file: 1161 kb

Fb2 file: 1213 kb

Language: English

ISBN: 0821832719

ISBN13: 978-0821832714

Publisher: Amer Mathematical Society (May 1, 2003)

Category: Mathematics

Subcategory: Science

Rating: 4.4

Votes: 375

Formats: doc mbr docx txt

ePub file: 1161 kb

Fb2 file: 1213 kb

Memoirs of the American Mathematical Society 2003; 68 pp; MSC .

Memoirs of the American Mathematical Society 2003; 68 pp; MSC: Primary 46; 47; Electronic ISBN: 978-1-4704-0374-4 Product Code: MEMO/163/776. Banach Embedding Properties of Non-Commutative (L^

)-Spaces. Complements on the Banach space structure of non-commutative (L^p)-spaces are obtained, such as the (p)-Banach-Saks property and characterizations of subspaces of (L^p(mathcal M)) containing (ell^p) isomorphically.

oceedings{, title {Banach embedding properties of non-commutative Lp-spaces}, author {Uffe Haagerup and Haskell P. Rosenthal and Fedor Sukochev}, year {2000} }. Rosenthal and Fedor Sukochev}, year {2000} .

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Haagerup, H. Rosenthal and F. Sukochev, Banach embedding properties of noncommutative L p-spaces, Memoirs of the American Mathematical Society 163 (2003), no. 776, vi+68. M. Hilsum, Les éspaces L p d’une algèbre de von Neumann définies par la derivée spatiale, Journal of Functional Analysis 40 (1981), 151–169. Junge, Noncommutative Poisson random measures, preprint 2005.

6. E. Semenov, F. Sukochev, A. S. Usachev, Geometric properties of the set of Banach limits, Izv. RAN. Ser. Ma. 78:3 (2014), 177–204 ; Izv. Math.

So. 163, no. 776, vi+68 pp. Carey, J. Phillips, F. Sukochev, Spectral flow and Dixmier traces, Adv. 173:1 (2003), 68–113. B. de Pagter, H. Witvliet, F. Sukochev, Double operator integrals, J. Funct. 6. 78:3 (2014), 596–620.

Banach Embedding Properties of Non-Commutative Lp-Spaces. ISBN13: 9780821832714. More Books . ABOUT CHEGG. Corporate Development.

Complements on the Banach space structure of non-commutative L^p-spaces are obtained, such as the p-Banach-Saks property and characterizations of subspaces of L^p(M) containing ell^p isomorphically

Complements on the Banach space structure of non-commutative L^p-spaces are obtained, such as the p-Banach-Saks property and characterizations of subspaces of L^p(M) containing ell^p isomorphically. The spaces L^p(N) are classified up to Banach isomorphism, for N, hyperfinite and semifinite, 1 < or p< infty, p not 2. It is proved that there are exactly thirteen isomorphism types; the corresponding embedding properties are determined for p < 2 via an eight level Hasse diagram.

Banach embedding properties of non-commutative Lp-spaces, U. Haagerup, . PUBLISHER: Providence, RI : American Mathematical Society, 2003. SERIES: Memoirs of the American Mathematical Society, no. 776. CALL NUMBER: QA . 57 no. 776 CIMM.

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