The Dunford–Pettis property in Jb*‐Triples | Zendy

Chu C.H. | Zendy; Mellon P. | Zendy

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The Dunford–Pettis property in Jb*‐Triples

Author(s) -

Chu C.H.,

Mellon P.

Publication year - 1997

Publication title -

journal of the london mathematical society

Language(s) - English

Resource type - Journals

SCImago Journal Rank - 1.441

H-Index - 62

eISSN - 1469-7750

pISSN - 0024-6107

DOI - 10.1112/s002461079700522x

Subject(s) - bijection, injection and surjection , mathematics , bounded function , product (mathematics) , property (philosophy) , pure mathematics , combinatorics , mathematical analysis , bijection , geometry , philosophy , epistemology

JB*‐triples occur in the study of bounded symmetric domains in several complex variables and in the study of contractive projections on C*‐algebras. These spaces are equipped with a ternary product {·,·,·}, the Jordan triple product , and are essentially geometric objects in that the linear isometries between them are exactly the linear bijections preserving the Jordan triple product (cf. [ 23 ]).

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