activity
20162023
collaborators

8 papers

math.CO2023

A new definition of upward planar order

Ting Li, Xuexing Lu

We give a more coherent definition of upward planar order.

math.RA2023

On the g-Hirano invertibility in Banach algebras

Honglin Zou, Tingting Li, Yujie Wei

In a Banach algebra, we introduce a new type of generalized inverse called g-Hirano inverse. Firstly, several existence criteria and the equivalent definition of this inverse ar…

math.RA2021

Characterizations of weighted core inverse in rings with involution

Tingting Li

is a unital ring with involution. We investigate the characterizations and representations of weighted core inverse of an element in by idempotents and units. For example,…

math.RA2018

The core and dual core inverses of morphisms with kernels

Tingting Li, Jianlong Chen, Mengmeng Zhou +1

Let be an additive category with an involution . Suppose that is a morphism with kernel in , then is…

math.RA2018

The core and dual core inverse of a morphism with factorization

Tingting Li, Jianlong Chen

Let be a category with an involution . Suppose that is a morphism and is an (epic, monic) factorization of through ,…

math.RA2018

Three limit representations of the core-EP inverse

Mengmeng Zhou, Jianlong Chen, Tingting Li +1

In this paper, we present three limit representations of the core-EP inverse. The first approach is based on the full-rank decomposition of a given matrix. The second and third app…

math.CT2016

Core and Dual Core Inverses of a Sum of Morphisms

Tingting Li, Jianlong Chen, Sanzhang Xu

Let be an additive category with an involution . Suppose that is a morphism of with core inverse $φ^{\co} : X \rightarrow X$…

math.RA2016

Characterizations of core and dual core inverses in rings with involution

Tingting Li, Jianlong Chen

Let R be a unital ring with involution, we give the characterizations and representations of the core and dual core inverses of an element in R by Hermitian elements (or projection…