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组合与运筹系列해외 바카라(2024/11/6 14:30–15:30,해외 바카라人:黄琼湘)

发布人:日期:2024年11月05日 16:02浏览数:

해외 바카라题目一Some progress on the minimum spectral radius 해외 바카라 a graph

报 告 人:黄琼湘 教授 

해외 바카라时间:2024年11月6日 14:30-15:30

해외 바카라地点:格物楼数学研究中心528해외 바카라厅

해외 바카라摘要:In this talk, we will present some new progress 해외 바카라 the minimizer graph in G(n,d). Moreover, we also discuss the minimizer graph in where G(n,d) is the family 해외 바카라 connected graphs with order n and dominating number d .

해외 바카라人简介:黄琼湘,新疆大学教授、博士生导师,主要研究领域为图论、代数图论、图谱理论。在J. 해외 바카라mbin. Theory Ser. B、Europ. J. 해외 바카라mbin.、J. Algebraic 해외 바카라mbin.、Electronic. J. 해외 바카라mbin.、Discrete Math.、Discrete Appl. Math.、Linear Algebra Appl. 等图与组合领域的期刊上发表论文150余篇;主持完成国家自然科学基金项目多项,作为子课题负责人承担国家自然科学基金重点项目1项;荣获新疆维吾尔自治区科技进步奖等。

해외 바카라题目二Removable edges 해외 바카라 bricks

报 告 人:王艳 教授

해외 바카라摘要:A connected nontrivial graph G is matching covered}, if every edge 해외 바카라 G is contained in a perfect matching 해외 바카라 G. An edge e 해외 바카라 a matching covered graph G is removable if G-e is still matching covered. Lovasz and Plummer introduced removable edges in connection with ear decompositions 해외 바카라 matching covered graphs. A matching covered graph G is a brick if and only if G is 3‐connected and for any two distinct vertices u and v 해외 바카라 G, G−u−v has a perfect matching. The existence 해외 바카라 removable edges, especially 해외 바카라 special types, plays an important role in the generation 해외 바카라 some bricks. In this talk, we introduce the related background and our results on removable edges in bricks.

해외 바카라人简介:王艳,博士,教授,硕士生导师,福建省女科技工作者协会闽南师范大学分会会长,福建省运筹学会理事,闽南师范大学教师工作部(人事处)副部(处)长。目前,受教育部师范协同提质计划选派至怀化学院教务处挂职。主要从事图论及其应用的研究工作,在《Science China Mathematics》,《Advances in Mathematics (China)》,《Linear Algebra and its Application》,《the Electronic Journal 해외 바카라 Combinatorics》,《Discrete Applied Mathematics》等国内外主要期刊发表论文二十余篇。主持、合作研究、参与科研项目11项(国家级3项,省级8项)和教改项目8项(省级3项,校级5项)。曾获第十四届福建省自然科学优秀学术论文三等奖;是福建省一流本科课程《概率论》的课程负责人,曾获“第二届全国高校数学微课程教学设计竞赛”华东赛区二等奖、“第三届福建省高校青年教师教学竞赛”自然科学基础组三等奖。

해외 바카라题目三Splitting fields and algebraic degrees 해외 바카라 Cayley graphs

报 告 人:鲁卢 副教授

해외 바카라摘要:In this talk, we introduce the concept 해외 바카라 splitting fields and algebraic degrees 해외 바카라 graphs. Firstly, we completely determine the splitting fields 해외 바카라 undirected  Cayley graphs over abelian groups. Next, we give a characterization 해외 바카라 the splitting fields 해외 바카라 undirected  Cayley graphs over dihedral groups. At last, we completely determine the splitting fields 해외 바카라 mixed graphs over abelian groups.

해외 바카라人简介鲁卢,中南大学数学与统计学院教授、博士生导师,2019年博士毕业.主要从事图论,特别是代数图论方面的研究。目前已发表学术论文30余篇,承担国家自然科学基金项目青年项目和面上项目各一项,湖南省自然科学基金一项。








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