2022

Books Chapters

Fengming Dong and K.M. Koh, "Chapter 11 Foundations of the chromatic polynomial," in the Handbook on the Tutte Polynomial and Related Topics, Jo Ellis-Monaghan and Iain Moffatt (ed.), pp 213-251, Florida, CRC press, 2022."

 

Journal Articles

Dong, F.M., & Ge, Jun (2022).  Counting spanning trees in a complete bipartite graph which contain a given spanning forest.. J. Graph Theory, 101(1), 79-94.
Huang Y.Q, Ouyang Z.D., & Dong F.M. (2022).  Matchings in 1-planar graphs with minimum degree 6.. SIAM Discrete Mathematics, 26(null), 2570-2584.
Dong, F.M., & Yang, Y. (2022).DP color functions versus chromatic polynomials.. Advances in Applied Mathematics, 134, 102301.
Zhang, R.X., Dong F.M., & Zhang, M.Q. (2022). Zero-Free Intervals of Chromatic Polynomials of Mixed Hypergraphs. Mathematics, 10(2), 10.3390/math10020193.
Dong F.M., Ge J., & Ouyang Z.D. (2022).  Express the number of spanning trees in term of degrees.. Applied Mathematics and Computation, 415, 126697.
Ding Z.P., Ouyang Z.D., Huang Y.Q., & Dong F.M. (2022). New upper bounds for the crossing numbers of crossing-critical graphs.. Discrete Mathematics,345, 113090.
Zhang, M.Q., & Dong, F.M. (2022). The anti-ramsey number of trees in complete multi-partite graphs.. Discrete Mathematics, 345, 113100.
Ng, W. L., & Lee, P. Y. (in press). An Extension of the Banach-Steinhaus Theorem for Sargent Spaces. Southeast Asian Bulletin of Mathematics, 49(1), xxx-xxx.
Wong, H. W. W., & Tay E. G. (2022). Arc reversals of cycles in orientations of G vertex-multiplications. Discrete Mathematics, 345(10), xxx, 0.87.
Wong, H. W. W., & Tay E. G. (2022). Optimal orientations of vertex-multiplications of Cartesian products of graphs.Australasian Journal of Combinatorics, 83(1), 109-128.
Wong, H. W. W., & Tay, E. G. (2022). Kruskal-Katona function and variants of cross-intersecting antichains. Discrete Mathematics, 345(3).
Zhang, J. T., & Zhu, T. (2022). A new normal reference test for linear hypothesis testing in high-dimensional heteroscedastic one-way MANOVA.Computational Statistics & Data Analysis, 168(null), 107385.
Zhu, T., & Zhang, J. T. (2022). Linear hypothesis testing in high-dimensional one-way AN OVA: a new normal reference approach.Computational Statistics, 37(null), 1'27.
Zhang, J. T., & Zhu, T. (2022). A Further Study on Chen'Qin's Test for Two-Sample Behrens'Fisher Problems for High-Dimensional Data. Journal of Statistical Theory and Practice, 16(1), 1-32.
Zhu, T. & Zhang, J. T., (2022). A new k-nearest neighbors classifier for functional data. Statistics and Its Interface,15, 247 ' 260.
Zhang, J. T., & Zhu, T. (2022). A revisit to Bai'Saranadasa's two-sample test. Journal of Nonparametric Statistics, 34(1), 58-76.
Zhu, T., Zhang, L., & Zhang, J. T. (2022). Hypothesis Testing in High-Dimensional Linear Regression: a Normal Reference Scale-Invariant Test. Statistica Sinica, 32(null), 1-23.