- [1] 王赟. Packing a number of copies of a (p,q)-graph. Discrete Applied Mathematics, 289, 302-312, 2021.
- [2] . Disjoint cycles covering specified vertices in bipartite graphs with partial degrees. Applied Mathematics and Computation, 2023.
- [3] 周佳. Improved results on linkage problems. Discrete Mathematics, 2023.
- [4] . DISJOINT CYCLES IN A DIGRAPH WITH PARTIAL DEGREE. SIAM JOURNAL ON DISCRETE MATHEMATICS, 37, 221-232, 2023.
- [5] 王志兰. Vertex-disjoint cycles of the same length in tournaments. JOURNAL OF GRAPH THEORY, 102, 666-683, 2022.
- [6] 江素云. Disjoint cycles covering specified vertices in bipartite graphs with partial degrees. Applied Mathematics and Computation, 439, 2023.
- [7] 周佳. Improved results on linkage problems. Discrete Mathematics, 346, 2023.
- [8] 祁玉珍. Disjoint cycles with partial degree conditions in claw-free graphs. Discrete Mathematics, 346, 2023.
- [9] 宋春娇. Disjoint Cycles and Degree Sum Condition in a Graph. 2023.
- [10] 宋春娇. Partition and Disjoint Cycles in Digraphs. Graphs and Combinatorics, 39, 2023.
- [11] 李硕. 均衡二部图中点不交的4-圈和6-圈(英文). 数学进展, 0, 61-65, 2015.
- [12] 祁玉珍. Cycle Extendability in Extended Tournaments. Graphs and Combinatorics, 38, 2022.
- [13] 张婕. Disjoint cycles and 2-factors with Fan-type condition in a graph. Discrete Mathematics, 345, 2022.
- [14] Lai, Hong-Jian. Every 3-Connected Claw-Free Z(8)-Free Graph Is Hamiltonian. JOURNAL OF GRAPH THEORY, 64, 1-11, 2010.
- [15] 张欣. Vertex-disjoint triangles in K-1,K-t-free graphs with minimum degree at least t. Discrete Mathematics, 310, 2499-2503, 2010.
- [16] 王赟. Packing a number of copies of a (p, q)-graph. Discrete Applied Mathematics, 289, 302, 2021.
- [17] 王赟. Vertex disjoint copies of K-1,K-4 in claw-free graphs. Applied Mathematics and Computation (New York), 393, 2021.
- [18] Jiang, Suyun. Vertex-disjoint stars in K-1,K-r-free graphs. Discrete Applied Mathematics, 302, 189, 2021.
- [19] 王赟. On Disjoint Cycles of the Same Length in Tournaments. Acta Mathematicae Applicatae Sinica, 38, 271, 2022.
- [20] 马富红. Lichiardopol's conjecture on disjoint cycles in tournaments. ELECTRONIC JOURNAL OF COMBINATORICS, 27, 2020.