activity
20132022
most citedAdmissible homomorphisms and equivariant relations between weighted projective lines

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

collaborators

7 papers

math.RT2022

Derived equivalences between one-branch extensions of "rectangles"

Qiang Dong, Yanan Lin, Shiquan Ruan

In this paper we investigate the incidence algebras arising from one-branch extensions of "rectangles". There are four different ways to form such extensions, and all four kinds of…

math.QA20201 cited

Quantum queer supergroups via v-differential operators

Jie Du, Yanan Lin, Zhongguo Zhou

By using certain quantum differential operators, we construct a super representation for the quantum queer supergroup U_v(q_n). The underlying space of this representation is a def…

math.RT20201 cited

Admissible homomorphisms and equivariant relations between weighted projective lines

Jianmin Chen, Yanan Lin, Shiquan Ruan +1

The string group acts on the category of coherent sheaves over a weighted projective line by degree-shift actions. We study the equivariant equivalence relations induced by degree-…

math.RT2018

Polynomial super representations of the hyperalgebra of at roots of unity

Jie Du, Yanan Lin, Zhongguo Zhou

As a homomorphic image of the hyperalgebra associated with the quantum linear supergroup , we first give a presentation for the -…

math.RT2018

On tubular tilting objects in the stable category of vector bundles

Jianmin Chen, Yanan Lin, Shiquan Ruan

The present paper focuses on the study of the stable category of vector bundles for the weighted projective lines of weight triple. We find some important triangles in this categor…

math.RT2013

Tilting bundles and the "missing part" on the weighted projective line of type

Jianmin Chen, Yanan Lin, Shiquan Ruan

This paper classifies all the tilting bundles in the category of coherent sheaves on the weighted projective line of weight type , and investigates the abelianness of th…