Characterizes row-finite weighted graphs (E,w) such that L_K(E,w) ≅ some unweighted L_K(F) and proves that local finiteness, Noetherian, Artinian, von Neumann regular, or finite GK-dimension properties imply the isomorphism.
Cuntz, Simple C ∗ -algebras generated by isometries , Comm
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Weighted Leavitt path algebras that are isomorphic to unweighted Leavitt path algebras
Characterizes row-finite weighted graphs (E,w) such that L_K(E,w) ≅ some unweighted L_K(F) and proves that local finiteness, Noetherian, Artinian, von Neumann regular, or finite GK-dimension properties imply the isomorphism.