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Algebraic K-theory of Gorenstein projective modules
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作者 Ruixin LI Miantao LIU Nan GAO 《Frontiers of Mathematics in China》 SCIE CSCD 2018年第1期55-66,共12页
We introduce the Gorenstein algebraic K-theory space and the Gorenstein algebraic K-group of a ring, and show the relation with the classical algebraic K-theory space, and also show the 'resolution theorem' in this ... We introduce the Gorenstein algebraic K-theory space and the Gorenstein algebraic K-group of a ring, and show the relation with the classical algebraic K-theory space, and also show the 'resolution theorem' in this context due to Quillen. We characterize the Gorenstein algebraic K-groups by two different Mgebraic K-groups and by the idempotent completeness of the Gorenstein singularity category of the ring. We compute the Gorenstein algebraic K-groups along a recollement of the bounded Gorenstein derived categories of CM-finite Gorenstein algebras. 展开更多
关键词 Frobenius pair Gorenstein projective module Gorenstein algebraicK-group idempotent complete category RECOLLEMENT
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