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20242026
most citedNormed modules and the categorification of integrations, series expansions, and differentiations

2 citations · 2 across the 5 of their papers we have counts for

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6 papers

math.CT2026

Higher orthogonality and truncation in canonical pretriangulated quotients

Yixia Zhang, Panyue Zhou

Canonical ideal quotients of extriangulated categories admit natural one-sided triangulated or pretriangulated structures. A fundamental question is whether these quotient structur…

math.RT2026

Ideal -cotorsion pairs in Frobenius extriangulated categories

Yixia Zhang, Panyue Zhou

Motivated by the correspondence between ideal cotorsion pairs in Frobenius exact categories and those in their stable categories, we introduce the notion of an ideal -cotorsion…

math.RT2025

Triangulated categories arising from n-fold matrix factorizations

Yixia Zhang, Panyue Zhou

Let be an additive category and let be an additive functor equipped with a natural transformation $ω\colon \mathrm{Id}_{\…

math.RT2025

Extriangulated length categories: torsion classes and -tilting theory

Li Wang, Jiaqun Wei, Haicheng Zhang +1

This paper introduces the notion of extriangulated length categories, whose prototypical examples include abelian length categories and bounded derived categories of finite dimensi…

math.RT2024

On endomorphism algebras of string almost gentle algebras

Yu-Zhe Liu, Panyue Zhou

For any arbitrary string almost gentle algebra, we consider specific subsets of its quiver's arrow set, denoted by . For each such , we introduce the fini…

math.RT2024★ 2 cited

Normed modules and the categorification of integrations, series expansions, and differentiations

Yu-Zhe Liu, Shengda Liu, Zhaoyong Huang +1

We explore the assignment of norms to -modules over a finite-dimensional algebra , resulting in the establishment of normed -modules. Our primary cont…