collaborators

7 papers

math.CO2026

The list coloring number of uncrowded hypergraphs

Jing Yu, Junchi Zhang

We prove that for every fixed integer and every , every sufficiently large finite uncrowded -uniform hypergraph of maximum degree has list chro…

cs.CV2026

PhaseWin: An Efficient Search Algorithm for Faithful Visual Attribution

Zihan Gu, Junchi Zhang, Li Liu +2

Visual attribution is a fundamental tool for interpreting modern vision and vision-language models, particularly when their decisions must be inspected, diagnosed, or audited. Its…

math.CO2026

On independent sets in uncrowded uniform hypergraphs

Jing Yu, Junchi Zhang

We prove an average-degree lower bound on the independence number of uncrowded uniform hypergraphs. For every fixed and every , there exists such th…

math.CO2026

Hypergraph independence bounds: from maximum degree to average degree

Jing Yu, Junchi Zhang

We prove a transfer theorem for hereditary classes of -uniform hypergraphs. Let be such a class, and for write and for the maxim…

math.CO2026

The linear Turán number of the 3-graph

Chaoliang Tang, Hehui Wu, Junchi Zhang

We prove that for any linear 3-graph on vertices without a path of length 5, the number of edges is at most , and the equality holds if and only if the graph is…

math.CO2025

New lower bounds on the non-repetitive chromatic number of some graphs

Tianyi Tao, Junchi Zhang, Wentao Zhang +1

A graph \( G \) is said to be (vertex) non-repetitively colored if no simple path in \( G \) has a sequence of vertex colors that forms a repetition. Formally, a coloring \( c: V(G…