Bao-Lin Xiong

most citedSeparated monic representations II: Frobenius subcategories and RSS equivalences

4 citations · 4 across the 3 of their papers we have counts for

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math.RT2017

Bimodule monomorphism categories and RSS equivalences via cotilting modules

Bao-Lin Xiong, Pu Zhang, Yue-Hui Zhang

The monomorphism category $S (A, M, B)$ induced by a bimodule $_{A} M_{B}$ is the subcategory of $Λ$ -mod consisting of $\left[\begin{smallmatrix} X\\ Y\end{smallmatrix}\right]_…

math.RT2017★ 4 cited

Separated monic representations II: Frobenius subcategories and RSS equivalences

Pu Zhang, Bao-Lin Xiong

This paper aims at looking for Frobenius subcategories, via the separated monomorphism category ${\rm smon}(Q, I, \x)$, and on the other hand, to establish an {\rm RSS} equivalence…

math.RT2011

Auslander-Reiten translations in monomorphism categories

Bao-Lin Xiong, Pu Zhang, Yue-Hui Zhang

We generalize Ringel and Schmidmeier's theory on the Auslander-Reiten translation of the submodule category $S_{2} (A)$ to the monomorphism category $S_{n} (A)$ . As in…