崔庆
个人信息Personal Information
教授 硕士生导师
招生学科专业:
数学 -- 【招收硕士研究生】 -- 数学学院
性别:男
毕业院校:南开大学
学历:博士研究生毕业
学位:理学博士学位
所在单位:数学学院
办公地点:理学楼268
电子邮箱:
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- [1]崔庆,,张婧姝.A sharp upper bound on the cycle isolation number of graphs:Graphs and Combinatorics,2023,39(6):117
- [2]韩珍蒙,崔庆.A note on strong edge-coloring of claw-free cubic graphs:Journal of Applied Mathematics and Computing,2023,69(3):2503-2508
- [3]刘文忠,崔庆,王昀卓.On 4-connected 4-regular graphs without even cycle decompositions:Discrete Mathematics,2022,345(10):113012
- [4]崔庆,,韩珍蒙.List star edge-coloring of claw-free subcubic multigraphs:Discrete Applied Mathematics,2022,309:258-264
- [5]崔庆,卢安晞.Tight gaps in the cycle spectrum of 3-connected planar graphs:SIAM Journal on Discrete Mathematics,2021,35(3):2039-2048
- [6]刘文忠,崔庆,王建程,杨艳.Strongly even cycle decomposable 4-regular line graphs:European Journal of Combinatorics,2021,94:103315
- [7]崔庆,Akira Saito,刘清海,Colton Magnant.Implications in rainbow forbidden subgraphs:Discrete Mathematics,2021,344(4):112267
- [8]陈冠涛,刘清海,陈园,崔庆,冯星.The chromatic number of {ISK_4, diamond, bowtie}-free graphs:Journal of Graph Theory,2021,96(4):554-577
- [9]刘清海,卢福良,崔庆,冯星.A characterization of nonfeasible sets in matching covered graphs:Journal of Graph Theory,2020,95(4):509-526
- [10]崔庆,.Partitioning claw-free subcubic graphs into two dominating sets:Graphs and Combinatorics,2020,36(6):1723-1740
- [11]崔庆,刘文忠.A note on 3-bisections in subcubic graphs:Discrete Applied Mathematics,2020,285:147-152
- [12]刘文忠,崔庆,游华峥.On even cycle decompositions of line graphs of cubic graphs:Discrete Mathematics,2020,343(7):111904
- [13]陈冠涛,陈园,崔庆,冯星,刘清海.The chromatic number of graphs with no induced subdivision of K_4:Graphs and Combinatorics,2020,36(3):719-728
- [14]崔庆,,刘清海.2-bisections in claw-free cubic multigraphs:Discrete Applied Mathematics,2019,257:325-330
- [15]钟玲平,崔庆.On the harmonic index and the average eccentricity of graphs:Utilitas Mathematica,2017,103:311-318
- [16]崔庆,,钟玲平.The general Randić index of trees with given number of pendent vertices:Applied Mathematics and Computation,2017,302:111-121
- [17]崔庆,,钟玲平.On the general sum-connectivity index of trees with given number of pendent vertices:Discrete Applied Mathematics,2017,222:213-221
- [18]崔庆,钟玲平,钱秋平.The maximum atom-bond connectivity index for graphs with edge-connectivity one:Discrete Applied Mathematics,2017,220:170-173
- [19]钟玲平,,崔庆.The harmonic index for unicyclic graphs with given girth:Filomat,2015,29(4):673-686
- [20]钟玲平,崔庆.On a relation between the atom-bond connectivity and the first geometric-arithmetic indices:Discrete Applied Mathematics,2015,185:249-253