Tran Giang Nam

most citedEmbedding

K

-algebras into Leavitt algebra

L_{K} (1, 2)

1 citations · 1 across the 2 of their papers we have counts for

collaborators

3 papers

math.RA2026

Dynamics on graphs with disjoint cycles and applications

Pere Ara, Tran Quang Do, Tran Giang Nam

In this article, we introduce the notion of connected finite graphs with disjoint cycles in normal form and show that any such graph can be transformed into a normal form graph via…

math.RA2026

The graded Grothendieck group $K_{0}^{gr}$ is full for weighted Leavitt path algebras

Remarl Joseph Damalerio, Roozbeh Hazrat, Tran Giang Nam

The Graded Classification Conjecture asserts that the graded Grothendieck group $K_{0}^{gr}$ is a complete invariant for the classes of Leavitt path algebras and graph $C^{*}$ …

math.RA2025★ 1 cited

Embedding $K$ -algebras into Leavitt algebra $L_{K} (1, 2)$

Boris Bilich, Roozbeh Hazrat, Tran Giang Nam

Since the commutative monoid $T = ({0, 1}, \lor)$ is a weak terminal object in the category of conical monoids with order units, there is a unital homomorphism from every Bergman…

Dynamics on graphs with disjoint cycles and applications

The graded Grothendieck group K0gr​ is full for weighted Leavitt path algebras

Embedding K-algebras into Leavitt algebra LK​(1,2)

The graded Grothendieck group $K_{0}^{gr}$ is full for weighted Leavitt path algebras

Embedding $K$ -algebras into Leavitt algebra $L_{K} (1, 2)$