Qingnan An, George A. Elliott, Zhiqiang Li, Zhichao Liu
Abstract
In this paper, using ordered total K-theory, we give a K-theoretic classification for the real rank zero inductive limits of direct sums of generalized dimension drop interval algebras.
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In this paper, using ordered total K-theory, we give a K-theoretic classification for the real rank zero inductive limits of direct sums of generalized dimension drop interval algebras.
Key concepts: Mathematics, Rank (graph theory), Zero (linguistics), Dimension (graph theory), Pure mathematics, K-theory (physics), Combinatorics, Discrete mathematics