29 results on '"Molnár, Lajos"'
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2. Local Automorphisms of Operator Algebras on Banach Spaces
3. Some Characterizations of the Automorphisms of B(H) and C(X)
4. A Reflexivity Problem Concerning the C*-Algebra C(X) ⊗ B(H)
5. On Local Automorphisms of Group Algebras of Compact Groups
6. Automatic Surjectivity of Ring Homomorphisms on H * -Algebras and Algebraic Differences among Some Group Algebras of Compact Groups
7. Stability of the Surjectivity of Endomorphisms and Isometries of B(H)
8. Local Jordan * -Derivations of Standard Operator Algebras
9. The Range of a Ring Homomorphism from a Commutative C * -Algebra
10. Algebraic Difference between p-Classes of an H * -Algebra
11. ISOMETRIES OF THE UNITARY GROUP
12. Maps on positive definite cones of 𝐶*-algebras preserving the Wasserstein mean
13. THOMPSON ISOMETRIES OF THE SPACE OF INVERTIBLE POSITIVE OPERATORS
14. Maps Preserving the Geometric Mean of Positive Operators
15. Maps on the n-Dimensional Subspaces of a Hilbert Space Preserving Principal Angles
16. * -Representations of the Trace-Class of an H * -Algebra
17. Maps on positive definite cones of C^*-algebras preserving the Wasserstein mean.
18. Isometries of the unitary group
19. Maps preserving the geometric mean of positive operators
20. Maps on the 𝑛-dimensional subspaces of a Hilbert space preserving principal angles
21. Local automorphisms of operator algebras on Banach spaces
22. Some characterizations of the automorphisms of $B(H)$ and $C(X)$
23. A reflexivity problem concerning the 𝐶*-algebra 𝐶(𝑋)⊗ℬ(ℋ)
24. On local automorphisms of group algebras of compact groups
25. Automatic surjectivity of ring homomorphisms on $H^*$-algebras and algebraic differences among some group algebras of compact groups
26. Stability of the surjectivity of endomorphisms and isometries of $\mathcal {B}(H)$
27. The range of a ring homomorphism from a commutative $C*$-algebra
28. Algebraic difference between $p$-classes of an H*-algebra
29. ${}\sp \ast$-representations of the trace-class of an $H\sp *$-algebra
- Abstract
The aim of this note is to characterize the cyclic and the irreducible $ ^*$
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-algebra.
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