The Uniqueness of the Adjoint Operation. III
Document Type
Article
Publication Date
1988
Abstract
Let H be a complex, infinite-dimensional Hilbert space with inner pr (•,•)• Let B(H) denote the set of operators on H (i.e. bounded linear transformations of H into itself) and let GL(H) denote the set of invertible operators. If T e B(H) then T is positive or equivalently T > 0 means that ( Tx, x) > 0 for all x e H. The purpose of this paper is to prove the following result.
Publication Title
Journal of Operator Theory
Volume
20
Issue
2
First Page
199
Last Page
206
Citation Information
HOCHWALD, S. H. (1988). THE UNIQUENESS OF THE ADJOINT OPERATION. III. Journal of Operator Theory, 20(2), 199–206.
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