AbstractFor a field K and directed graph E, we analyze those elements of the Leavitt path algebra LK(E) which lie in the commutator subspace [LK(E),LK(E)]. This analysis allows us to give easily computable necessary and sufficient conditions to determine which Lie algebras of the form [LK(E),LK(E)] are simple, when E is row-finite (i.e., has finite out-degree) and LK(E) is simple
AbstractGiven a directed graph E we describe a method for constructing a Leavitt path algebra LR(E) ...
Graph can be represented into a path algebra over field K by adding two axioms, denoteds by KE. If t...
In this paper we address the classification problem for purely infinite simple Leavitt path algebras...
For a field K and directed graph E, we analyze those elements of the Leavitt path algebra LK(E) whic...
AbstractFor a field K and directed graph E, we analyze those elements of the Leavitt path algebra LK...
For any field K and directed graph E, we completely describe the elements of the Leavitt path algebr...
AbstractFor any row-finite graph E and any field K we construct the Leavitt path algebra L(E) having...
AbstractWe give necessary and sufficient conditions on a row-finite graph E so that the Leavitt path...
The central concept of this thesis is that of Leavitt path algebras, a notion introduced by both Abr...
Leavitt path algebras can be regarded as the algebraic counterparts of the graph C∗-algebras, the de...
Abstract. We extend the notion of the Leavitt path algebra of a graph to include all directed graphs...
In this paper, results known about the artinian and noetherian conditions for the Leavitt path algeb...
The central concept of this thesis is that of Leavitt path algebras, a notion introduced by both Abr...
The central concept of this thesis is that of Leavitt path algebras, a notion introduced by both Abr...
In this paper, results known about the artinian and noetherian conditions for the Leavitt path algeb...
AbstractGiven a directed graph E we describe a method for constructing a Leavitt path algebra LR(E) ...
Graph can be represented into a path algebra over field K by adding two axioms, denoteds by KE. If t...
In this paper we address the classification problem for purely infinite simple Leavitt path algebras...
For a field K and directed graph E, we analyze those elements of the Leavitt path algebra LK(E) whic...
AbstractFor a field K and directed graph E, we analyze those elements of the Leavitt path algebra LK...
For any field K and directed graph E, we completely describe the elements of the Leavitt path algebr...
AbstractFor any row-finite graph E and any field K we construct the Leavitt path algebra L(E) having...
AbstractWe give necessary and sufficient conditions on a row-finite graph E so that the Leavitt path...
The central concept of this thesis is that of Leavitt path algebras, a notion introduced by both Abr...
Leavitt path algebras can be regarded as the algebraic counterparts of the graph C∗-algebras, the de...
Abstract. We extend the notion of the Leavitt path algebra of a graph to include all directed graphs...
In this paper, results known about the artinian and noetherian conditions for the Leavitt path algeb...
The central concept of this thesis is that of Leavitt path algebras, a notion introduced by both Abr...
The central concept of this thesis is that of Leavitt path algebras, a notion introduced by both Abr...
In this paper, results known about the artinian and noetherian conditions for the Leavitt path algeb...
AbstractGiven a directed graph E we describe a method for constructing a Leavitt path algebra LR(E) ...
Graph can be represented into a path algebra over field K by adding two axioms, denoteds by KE. If t...
In this paper we address the classification problem for purely infinite simple Leavitt path algebras...
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