[1] X.L.Zhang, Inertia and distance energy of line graphs of unicyclic graphs, Discrete Appl. Math.,254 (2019) 222–233. [2] X.L.Zhang, A class of cospectral graphs, Ars Combinatoria, Volume 140 (2018) 13-20. [3]X.L.Zhang,The inertia and energy of distance matrices of complete k-partite graphs, Linear Algebra Appl. 450 (2014) 108–120. [4] X.L.Zhang, On the distance spectral radius of unicyclic graphs with perfect matchings, Electronic Journal of Linear Algebra, Volume 27 (2014) 569-587. [5] X.L. Zhang, C.D.Godsil, The inertia of distance matrices of some graphs, Discrete Mathematics 313 (2013) 1655–1664. [6] X.L. Zhang, C.Y.Song, The distance matrices of some graphs related to wheel graphs, Journal of Applied Mathematics,Volume 2013, Article ID 707954, 5 pages. [7] X.L. Zhang , On the distance spectral radius of some graphs, Linear Algebra Appl. 437 (2012) 1930–1941. [8] X.L. Zhang, C.D.Godsil, Connectivity and minimal distance spectral radius of graphs, Linear and Multilinear Algebra 59(2011) 745-754. [9] X.L. Zhang, H.P. Zhang, Some results on Laplacian spectral radius of grahs with cut vertices, Discrete Math. 310(2010) 3494-3505. [10] X.L. Zhang, H.P. Zhang, Some graphs determined by their spectra，Linear Algebra Appl. 431 (2009) 1443-1454. [11] X.L. Zhang, H.P. Zhang, The Laplacian spectrum of unicyclic graph with k pendent vertices, Ars Combinatoria,Volume 90 (2009) 345-355. [12] X.L. Zhang, H.P. Zhang, The Laplacian spectral radius of some bipartite graphs, Linear Algebra Appl. 428 (2008) 1610-1619. [13] X.L.Zhang, H.Y.Yao, Fixed bonds in a class of polygonal systems, Polycyclic Aromatic Compounds, Volume 27(2007) 95-105. |
