Li-Li Hu

activity

20062008

most citedAn Extremal Problem On Potentially

K_{r + 1} - H

-graphic Sequences

4 citations · 5 across the 4 of their papers we have counts for

collaborators

4 papers

math.CO2008

Potentially $K_{m} - G$ -graphical Sequences: A Survey

Chunhui Lai, Lili Hu

The set of all non-increasing nonnegative integers sequence $π =$ ( $d (v_{1}),$ $d (v_{2}),$ $...,$ $d (v_{n})$ ) is denoted by $N S_{n}$ . A sequence $π \in N S_{n}$ is said to be graphic if it is t…

math.CO2008★ 1 cited

On Potentially 3-regular graph graphic Sequences

Lili Hu, Chunhui Lai

For given a graph $H$ , a graphic sequence $π = (d_{1}, d_{2}, ..., d_{n})$ is said to be potentially $H$ -graphic if there exists a realization of $π$ containing $H$ as a subgraph. In this pap…

math.CO2007

On Potentially $(K_{5} - H)$ -graphic Sequences

Lili Hu, Chunhui Lai, Ping Wang

Let $K_{m} - H$ be the graph obtained from $K_{m}$ by removing the edges set $E (H)$ of $H$ where $H$ is a subgraph of $K_{m}$ . In this paper, we characterize the potentially $K_{5} - P_{4}$ and…

math.CO2006★ 4 cited

An Extremal Problem On Potentially $K_{r + 1} - H$ -graphic Sequences

Chunhui Lai, Lili Hu

Let $K_{k}$ , $C_{k}$ , $T_{k}$ , and $P_{k}$ denote a complete graph on $k$ vertices, a cycle on $k$ vertices, a tree on $k + 1$ vertices, and a path on $k + 1$ vertices, respectively. Let $K_…

Potentially Km​−G-graphical Sequences: A Survey

On Potentially 3-regular graph graphic Sequences

On Potentially (K5​−H)-graphic Sequences

An Extremal Problem On Potentially Kr+1​−H-graphic Sequences

Potentially $K_{m} - G$ -graphical Sequences: A Survey

On Potentially $(K_{5} - H)$ -graphic Sequences

An Extremal Problem On Potentially $K_{r + 1} - H$ -graphic Sequences