Research output per year
Research output per year
Personal profile
Personal profile
Zhang Zhang Title: Associate Researcher E-mail: 6120200112@bit.edu.cn
He mainly studies the problem of double cycle coverage and integer flow in graph theory, and has solved Fleischner problem in the field of double cycle coverage together with his collaborators, and proved the best side result of Bouchet's six flow conjecture in the field of integer flow. Recently, some branches of pure mathematics such as algebraic geometry and algebraic topology have been applied to the field of graph theory.
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He mainly studies the problem of double cycle coverage and integer flow in graph theory, and has solved Fleischner problem in the field of double cycle coverage together with his collaborators, and proved the best side result of Bouchet's six flow conjecture in the field of integer flow. Recently, some branches of pure mathematics such as algebraic geometry and algebraic topology have been applied to the field of graph theory.
More
Research Interests
Graph theory, integer flow and circle coverage;
Education
(1) 2015-08 to 2020-06, West Virginia University, USA, Mathematics, PhD
(2) 2013-09 to 2015-06, Tsinghua University, Mathematics, M.A.
(3) 2008-08 to 2013-07, Tsinghua University, Mathematics, B.S.
(2) 2013-09 to 2015-06, Tsinghua University, Mathematics, M.A.
(3) 2008-08 to 2013-07, Tsinghua University, Mathematics, B.S.
Professional Experience
(1) 2020-09 to now, Associate Professor, School of Mathematics and Statistics, Beijing Institute of Technology
Research Achievement
(1) H. Fleischner; B. Bagheri Gh; C-Q. Zhang; Z. Zhang Z ; Compatible circuit decomposition and K5-transition minor. , Journal of Combinatorial Theory (B), 2019, 137: 25-54
(2) M. Devos; J. Li; Y. Lu; R. Luo; C-Q. Zhang; Z. Zhang Z ; Flows on flow-admissible signed gr aphs. , Journal of Combinatorial Theory (B), 2021, 149: 198-221
(3) A. Hoffmann-Ostenhof; C-Q. Zhang; Z. Zhang Z ; Cycle double cover and non-separating cycles ., European Journal of Combinatorics, 2019, 81: 276-284
(4) Lingsheng Shi; Z. Zhang Z ; Signed cycle double covers. , Electronic Journal of Combinatoric s, 2018, 4(63)
(2) M. Devos; J. Li; Y. Lu; R. Luo; C-Q. Zhang; Z. Zhang Z ; Flows on flow-admissible signed gr aphs. , Journal of Combinatorial Theory (B), 2021, 149: 198-221
(3) A. Hoffmann-Ostenhof; C-Q. Zhang; Z. Zhang Z ; Cycle double cover and non-separating cycles ., European Journal of Combinatorics, 2019, 81: 276-284
(4) Lingsheng Shi; Z. Zhang Z ; Signed cycle double covers. , Electronic Journal of Combinatoric s, 2018, 4(63)
Fingerprint
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Research output
- 4 Article
-
Berge–Fulkerson coloring for C(12)-linked permutation graphs
Liu, S., Hao, R. X., Zhang, C. Q. & Zhang, Z., Dec 2021, In: Journal of Graph Theory. 98, 4, p. 662-675 14 p.Research output: Contribution to journal › Article › peer-review
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Flows on flow-admissible signed graphs
DeVos, M., Li, J., Lu, Y., Luo, R., Zhang, C. Q. & Zhang, Z., Jul 2021, In: Journal of Combinatorial Theory. Series B. 149, p. 198-221 24 p.Research output: Contribution to journal › Article › peer-review
Open Access9 Citations (Scopus) -
Cycle covers (III) – Compatible circuit decomposition and K 5 -transition minor
Fleischner, H., Bagheri Gh., B., Zhang, C. Q. & Zhang, Z., Jul 2019, In: Journal of Combinatorial Theory. Series B. 137, p. 25-54 30 p.Research output: Contribution to journal › Article › peer-review
Open Access2 Citations (Scopus) -
Cycle double covers and non-separating cycles
Hoffmann-Ostenhof, A., Zhang, C. Q. & Zhang, Z., Oct 2019, In: European Journal of Combinatorics. 81, p. 276-284 9 p.Research output: Contribution to journal › Article › peer-review
Open Access4 Citations (Scopus) -
Signed cycle double covers
Shi, L. & Zhang, Z., 2018, In: Electronic Journal of Combinatorics. 25, 4, #P4.63.Research output: Contribution to journal › Article › peer-review
Open Access
