On transitive and reductive operator algebras

Author:

Radjavi Heydar,Rosenthal Peter

Publisher

Springer Science and Business Media LLC

Subject

General Mathematics

Reference20 articles.

1. Andô, T.: Note on invariant subspaces of a compact normal operator. Arch. Math.14, 337?340 (1963)

2. Arveson, W. B.: A density theorem for operator algebras. Duke Math. J.34, 635?648 (1967)

3. Azoff, E.: Compact operators in reductive algebras. To appear

4. Barnes, B. A.: Density theorems for algebras of operators and annihilator Banach algebras. Michigan Math. J.19, 149?155 (1972)

5. Bekes, R. A.: Conditions under which an algebra containing a compact operator is self-adjoint. Notices Amer. Math. Soc.20, A-145 (January 1973)

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