A generalization of Hilbert modules

DP Blecher - journal of functional analysis, 1996 - Elsevier
We show that there is a natural generalization of the notion of a Hilbert C*-module (also
called “Hilbert module,”“inner product module,”“rigged module,” and sometimes “Hermitian …

[PDF][PDF] A Generalization of Hilbert Modules

DP Blecher - journal of functional analysis, 1996 - core.ac.uk
In what follows we use the term operator algebra for a (not necessarily self-adjoint)(and
usually norm closed) subalgebra A of B (H), the algebra of bounded linear operators on a …

[引用][C] A generalization of Hilbert modules

DP Blecher - J. Funct. Anal., 1996 - cds.cern.ch
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A Generalization of Hilbert Modules

DP Blecher - Journal of Functional Analysis, 1996 - infona.pl
We show that there is a natural generalization of the notion of a Hilbert C*-module (also
called''Hilbert module,''''inner product module,''''rigged module,''and sometimes''Hermitian …

A Generalization of Hilbert Modules

DP Blecher - Journal of Functional Analysis, 1996 - infona.pl
We show that there is a natural generalization of the notion of a Hilbert C*-module (also
called''Hilbert module,''''inner product module,''''rigged module,''and sometimes''Hermitian …