On Graph C*-Algebras with a Linear Ideal Lattice

At the cost of restricting the nature of the involved K-groups, we

prove a classication result for a hitherto unexplored class of graph C-algebras,

allowing us to classify all graph C-algebras on nitely many vertices with a

nite linear ideal lattice if all pair of vertices are connected by innitely many

edges when they are connected at all.