IntroductionEducation Work ExperienceSocial PositionSocial ActivitiesResearch1. Hyperplane Arrangements : lower central series of an arrangement algebras associated to an arrangement (Lie algebras, OS-algebra etc) freeness 2. Algebraic Combinatorics Matroids Graphic theory TeachingLinear algebra,Hyperplane arrangements,Matroids and so on PostgraduatesFundingVertical ProjectHorizontal ProjectPublications[+][-]Selected Publications
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2030
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2029
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2028
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2027
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2026
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2025
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2024
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2023
[+][-]before 2023
1. Holonomy Lie algebra of a geometric lattice;W Guo, Y Liu; Journal of Algebra 708, 380-404 2. Results on -leaf-connected graphs and digraphs: A survey; G Su, K Zhang, W Guo, J Du, X Qin, L Song, Z Zhang, H Shan, Y Han, Discrete Applied Mathematics 389, 58-82 3. Several graph properties in terms of the multiplicative version of the first Zagreb index;Z Zhang, G Su, X Qin, J Du, W Guo, Y Wu;Discrete Applied Mathematics 377, 183-194 4. Freeness of Signed Graphic Arrangements;Z Ju, G Jiang, W Guo; Axioms 13 (3), 208 5. Sharp bounds for the general Randić index of graphs with fixed number of vertices and cyclomatic number; Guifu Su , Yue Wu , Xiaowen Qin , Junfeng Du , , Weili Guo , Zhenghang Zhang; AIMS Mathematics 8 (12) 6. On the Falk invariant of Shi and Linial arrangements; W Guo, M Torielli; Discrete & Computational Geometry 66 (2), 751-768 7. On the Falk invariant of hyperplane arrangements attached to gain graphs; W Guo, M Torielli; AUSTRALASIAN JOURNAL OF COMBINATORICS 77, 301–317 8. Falk invariants of signed graphic arrangements; W Guo, Q Guo, G Jiang; Graphs and Combinatorics 34 (6), 1247-1258 9. The global invariant of signed graphic hyperplane arrangements; Q Guo, W Guo, W Hu, G Jiang; Graphs and Combinatorics 33 (3), 527-535 AwardspatentHonor RewardAdmissions Information |