Marius Ionescu

most cited

C^{*}

-Algebras associated with Mauldin-Williams Graphs

1 citations · 1 across the 3 of their papers we have counts for

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math.OA2004★ 1 cited

$C^{*}$ -Algebras associated with Mauldin-Williams Graphs

Marius Ionescu, Yasuo Watatani

A Mauldin-Williams graph $M$ is a generalization of an iterated function system by a directed graph. Its invariant set $K$ plays the role of the self-similar set. We asso…

math.OA2004

Mauldin-Williams graphs, Morita Equivalence and Isomorphisms

Marius Ionescu

We describe a method for associating some non-self-adjoint algebras to Mauldin-Williams graphs and we study the Morita equivalence and isomorphism of these algebras. We also invest…

math.OA2004

Operator Algebras and Mauldin Williams Graphs

Marius Ionescu

We describe a method for associating a $C^{*}$ -correspondence to a Mauldin-Williams graph and show that the Cuntz-Pimsner algebra of this $C^{*}$ -correspondence is isomorphic to th…

C∗-Algebras associated with Mauldin-Williams Graphs

Mauldin-Williams graphs, Morita Equivalence and Isomorphisms

Operator Algebras and Mauldin Williams Graphs

$C^{*}$ -Algebras associated with Mauldin-Williams Graphs