Chunhui Lai

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A Characterization On Potentially K6 - C4-graphic Sequences

Lili Hu, Chunhui Lai, 2014, Ars Comb..

Graphs without repeated cycle lengths

Chunhui Lai, 2003, Australas. J Comb..

On the size of graphs without repeated cycle lengths

Chunhui Lai, 2017, Discret. Appl. Math..

An extremal problem on potentially -graphic sequences.

Chunhui Lai, 2005 .

On Potentially C2, 6-graphic Sequences

Haiyan Li, Chunhui Lai, 2015, Ars Comb..

The smallest degree sum that yields potentially Kr+1-Z-graphical Sequences

Chunhui Lai, 2011, Ars Comb..

A Lower Bound for the Number of Edges in a Graph Containing No Two Cycles of the Same Length

Chunhui Lai, 2001, Electron. J. Comb..

On the size of graphs with all cycle having distinct length

Chunhui Lai, 1993, Discret. Math..

An extremal problem on potentially Kp, 1, 1 -graphic sequences

Chunhui Lai, Chunhui Lai, 2004, Discret. Math. Theor. Comput. Sci..

On Potentially K5 - E3-graphic Sequences

Lili Hu, Chunhui Lai, 2011, Ars Comb..

On the number of edges in some graphs

Chunhui Lai, 2020, Discret. Appl. Math..

A note on potentially K4-e graphical sequences

Chunhui Lai, 2001, Australas. J Comb..

A Characterization On Potentially K2, 5-graphic Sequences

Lili Hu, Chunhui Lai, 2014, Ars Comb..

On Potentially (K5 - C4)-graphic Sequences

Lili Hu, Chunhui Lai, 2011, Ars Comb..

An old problem of Erd\H{o}s: a graph without two cycles of the same length

Chunhui Lai, 2021 .

The Smallest Degree Sum That Yields

Chunhui Lai, 2002 .