1 citations · 2 across the 6 of their papers we have counts for
6 papers
On the boundedness of degenerate hypergraphs
Jianfeng Hou, Caiyun Hu, Heng Li +3
We investigate the impact of a high-degree vertex in Turán problems for degenerate hypergraphs (including graphs). We say an -graph is bounded if there exist constants $α, β…
Nondegenerate Turán problems under -norms
Wanfang Chen, Daniel Iľkovič, Jared León +2
Given integers and a real number , the -norm of an -graph is the sum of the -th power o…
Tight bounds for rainbow partial -tiling in edge-colored complete hypergraphs
Jinghua Deng, Jianfeng Hou, Xizhi Liu +1
For an -graph and integers satisfying , let denote the minimum integer such that every edge-coloring of using col…
Strong stability from vertex-extendability and applications in generalized Turán problems
Wanfang Chen, Xizhi Liu
Extending the work of Liu--Mubayi--Reiher~\cite{LMR23unif} on hypergraph Turán problems, we introduce the notion of vertex-extendability for general extremal problems on hypergraph…
A generalized Turán extension of the Deza--Erdős--Frankl Theorem
Charlotte Helliar, Xizhi Liu
For an integer and a subset , a graph is -intersecting if the number of vertices in the intersection of every pair of in belo…
A step towards a general density Corrádi--Hajnal Theorem
Jianfeng Hou, Heng Li, Xizhi Liu +2
For a nondegenerate -graph , large , and in the regime , where is a constant depending only on , we present a general approach for determining…