6 citations · 18 across the 8 of their papers we have counts for
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A class of AF-algebras up to universal UHF-algebra stability
Saeed Ghasemi
We will show that separable unital AF-algebras whose Bratteli diagrams do not allow converging two nodes into one node, can be classified up to the tensor product with the universa…
Strongly self-absorbing -algebras and Fraïssé limits
Saeed Ghasemi
We show that the Fraïssé limit of a category of unital separable -algebras which is sufficiently closed under tensor products of its objects and morphisms is strongly self-abs…
Universal AF-algebras
Saeed Ghasemi, Wiesław Kubiś
We study the approximately finite-dimensional (AF) -algebras that appear as inductive limits of sequences of finite-dimensional -algebras and left-invertible embeddings.…
A non-stable C*-algebra with an elementary essential composition series
Saeed Ghasemi, Piotr Koszmider
A C*-algebra is said to be stable if it is isomorphic to . Hjelmborg and Rørdam have shown that countable inductive limits of separable stable C*-algebras…
Noncommutative Cantor-Bendixson derivatives and scattered -algebras
Saeed Ghasemi, Piotr Koszmider
We analyze the sequence obtained by consecutive applications of the Cantor-Bendixson derivative for a noncommutative scattered -algebra , using the ideal $\mathcal…
An extension of compact operators by compact operators with no nontrivial multipliers
Saeed Ghasemi, Piotr Koszmider
We construct an essential extension of by , where denotes the cardinality of continuum, i.e., a -alge…
Isomorphisms of quotients of FDD-algebras
Saeed Ghasemi
We consider isomorphisms between quotient algebras of associated with Borel ideals on and prove that it is relativ…
SAW*-algebras are essentially non-factorizable
Saeed Ghasemi
In this paper we solve a question of Simon Wassermann, whether the Calkin algebra can be written as a C*-tensor product of two infinite dimensional C*-algebras. More generally we s…