钟玲平，南京航空航天大学理学院副教授，硕士生导师。2009年博士毕业于南开大学组合数学中心，2009年6月就职于南京航空航天大学理学院数学系。主要研究方向为图论及其应用，先后主持完成国家自然科学基金项目2项（数学天元基金、青年科学基金各1项），江苏省博士后基金1项，南京航空航天大学基本科研业务费4项（国家自然科学基金培育基金1项，青年科技创新基金2项以及理工融合专项基金1项）。目前在Discrete Mathematics，Discrete Applied Mathematics，Applied Mathematics Letters，MATCH-Communications in Mathematical and in Computer Chemistry，Applied Mathematics and Computation等国际学术期刊上发表论文20余篇（其中SCI论文24篇， ESI高被引论文1篇）。

教育经历 1997.92000.6江苏省苏州中学 2000.92004.6苏州大学数学与应用数学理学学士学位 2004.92009.6南开大学应用数学理学博士学位

工作经历 2009.6至今南京航空航天大学理学院

授课信息 线性代数 /2020-2021 /春学期 /40课时 /0.0学分 /08101240.72 线性代数 /2020-2021 /春学期 /40课时 /0.0学分 /08101240.02 线性代数 /2019-2020 /秋学期 /40课时 /0.0学分 /08101240.01

图论及其应用

2017.4至今 《Mathematical Reviews》评论员

[1]钟玲平,钱秋平.The minimum general sum-connectivity index of trees with given matching number.Bulletin of the Malaysian Mathematical Sciences Society,2020,43(2):1527-1544 [2]A. Ali,钟玲平,I. Gutman.Harmonic index and its generalizations: Extremal results and bounds.MATCH Communications in Mathematical and in Computer Chemistry,2019,81(2):249-311 [3]钟玲平.The minimum harmonic index for unicyclic graphs with given diameter.Discussiones Mathematicae Graph Theory,2018,38(2):429-442 [4]李金焕,王芦芳,代丽君等.Synthesis and characterization of reinforced acrylate photosensitive resin by 2-hydroxyethyl methacrylate-functionalized graphene nanosheets for 3D printing.Journal of Materials Science,2018,53(3):1874-1886 [5]钟玲平,崔庆.On the harmonic index and the average eccentricity of graphs.Utilitas Mathematica,2017,103:311-318 [6]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 [7]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 [8]崔庆,钱秋平,钟玲平.The maximum atom-bond connectivity index for graphs with edge-connectivity one.Discrete Applied Mathematics,2017,220:170-173 [9]顾善群,李金焕,王海洋等.石墨烯/纳米银复合材料的制备、微结构及其导电性能.复合材料学报,2015,32(4):1061-1066 [10]钟玲平.The harmonic indices for unicyclic and bicyclic graphs with given matching number.Miskolc Mathematical Notes,2015,16(1):587-605 [11]钟玲平,崔庆.The harmonic index for unicyclic graphs with given girth.Filomat,2015,29(4):673-686 [12]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 [13]钟玲平.Note on a relation between the harmonic index and the average distance of trees.Utilitas Mathematica,2015,96:277-283 [14]I. Gutman,钟玲平,许克祥.Relating the ABC and harmonic indices.Journal of the Serbian Chemical Society,2014,79(5):557-563 [15]钟玲平,许克祥.Inequalities between vertex-degree-based topological indices.MATCH-Communications in Mathematical and in Computer Chemistry,2014,71(3):627-642 [16]钟玲平.Molecular trees with extremal harmonic indices.Optoelectronics and Advanced Materials-Rapid Communications,2014,8(1-2):96-99 [17]钟玲平.On the harmonic index and the girth for graphs.Romanian Journal of Information Science and Technology,2013,16(4):253-260 [18]崔庆,钟玲平.A note on circumferences in k-connected graphs with given independence number.Ars Combinatoria,2013,111:315-322 [19]钟玲平,许克祥.The harmonic index for bicyclic graphs.Utilitas Mathematica,2013,90:23-32 [20]钟玲平,崔庆.临界k连通图中的点度数.应用数学学报,2012,35(5):928-934