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Self-Adjoint Representations of Commutative *-Algebras
1990The results obtained in Section 8.4 have shown that a part of the representation theory of C*-algebras can be generalized to unbounded *-representations if, roughly speaking, the self-adjointness of certain *-representations is assumed. Thus seld-adjoint representations are basic objects in the theory of *-representations of general *-algebras. In this
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Adjoint Representations of Symmetric Groups
2021Mahir Bilen Can, Miles Jones
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Adjoint Functors on the Representation Category of OI
Algebras and Representation Theory, 2022Wee Liang Gan, Liping Li
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Representations of Non-Self-Adjoint Crossed Products
Proceedings of the London Mathematical Society, 1983McAsey, Michael J., Muhly, Paul S.
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On adjoint functors in representation theory
1981R. Bautista, L. Colavita, L. Salmerón
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On Non Self-Adjoint Representations of C*-Algebras
American Journal of Mathematics, 1981openaire +2 more sources