Completions of Leavitt path algebras
arXiv:1504.05102
Abstract
We introduce a class of topologies on the Leavitt path algebra of a finite directed graph and decompose a graded completion as a direct sum of minimal ideals.
16 pages and 2 figures
arXiv:1504.05102
We introduce a class of topologies on the Leavitt path algebra of a finite directed graph and decompose a graded completion as a direct sum of minimal ideals.
16 pages and 2 figures