3 citations · 8 across the 4 of their papers we have counts for
4 papers
Recollement of additive quotient categories
Minxiong Wang, Zengqiang Lin
In this note, we define a recollement of additive categories, and prove that such a recollement can induce a recollement of their quotient categories. As an application, we get a r…
Right -angulated categories arising from covariantly finite subcategories
Zengqiang Lin
We define the notion of right -angulated category, which generalizes the notion of right triangulated category. Let be an additive category or -angulated catego…
n-angulated quotient categories induced by mutation pairs
Zengqiang Lin
We define mutation pair in an n-angulated category and prove that given such a mutation pair, the corresponding quotient category carries a natural n-angulated structure. This resu…
Nonlinear Lie type Derivations of Von Neumann Algebras
Zhankui Xiao, Zengqiang Lin, Feng Wei
Let be a von Neumann algebra with no central summands of type . We will show that every nonlinear Lie -derivation on is of the standard form, i.e. it can be express…