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STRUCTURAL PROJECTIONS ON A JBW-TRIPLE AND GL-PROJECTIONS ON ITS PREDUAL
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 Title & Authors
STRUCTURAL PROJECTIONS ON A JBW-TRIPLE AND GL-PROJECTIONS ON ITS PREDUAL
Hugli, Remo-V.;
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 Abstract
A is a Banach space A on which the group Aut(B) of biholomorphic automorphisms acts transitively on the open unit ball B of A. In this case, a triple product {} from can be defined in a canonical way. If A is also the dual of some Banach space , then A is said to be a JBW triple. A projection R on A is said to be structural if the identity {Ra, b, Rc}
 Keywords
;structural projection;GL-projection;
 Language
English
 Cited by
1.
Contractivity of Projections Commuting with Inner Derivations on JBW*-triples, Integral Equations and Operator Theory, 2011, 70, 1, 101  crossref(new windwow)
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