On Graphs of Order n with Metric Dimension n-4 von Wang, Juan, Tian, Fenglei, Liu, Yunlong, Pang, Jingru, Miao, Lianying

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On the multiplicity of positive eigenvalues of a graph von Tian, Fenglei, Wang, Yiju

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Full characterization of graphs having certain normalized Laplacian eigenvalue of multiplicity n − 3 von Tian, Fenglei, Wang, Yiju

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Nullity of a graph in terms of the dimension of cycle space and the number of pendant vertices von Ma, Xiaobin, Wong, Dein, Tian, Fenglei

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Relation between the matching number and the second largest distance Laplacian eigenvalue of a graph von Tian, Fenglei, Wong, Dein

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Bounds for the largest and the smallest Aα eigenvalues of a graph in terms of vertex degrees von Wang, Sai, Wong, Dein, Tian, Fenglei

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Bounds for the largest and the smallest A eigenvalues of a graph in terms of vertex degrees von Wang, Sai, Wong, Dein, Tian, Fenglei

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Relation between the skew energy of an oriented graph and its matching number von Tian, Fenglei, Wong, Dein

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Skew-rank of an oriented graph in terms of matching number von Ma, Xiaobin, Wong, Dein, Tian, Fenglei

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Nullity and singularity of a graph in which every block is a cycle von Wong, Dein, Zhou, Qi, Tian, Fenglei

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Relation between the nullity of a graph and its matching number von Zhou, Qi, Wong, Dein, Tian, Fenglei

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On the multiplicity of the least signless Laplacian eigenvalue of a graph von Tian, Fenglei, Guo, Shu-Guang, Wong, Dein

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On the multiplicity of eigenvalues of trees von Wong, Dein, Zhou, Qi, Tian, Fenglei

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On the multiplicity of α as an eigenvalue of the Aα matrix of a graph in terms of the number of pendant vertices von Xu, Feng, Wong, Dein, Tian, Fenglei

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On the multiplicity of α as an eigenvalue of the A matrix of a graph in terms of the number of pendant vertices von Xu, Feng, Wong, Dein, Tian, Fenglei

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Characterization of graphs with some normalized Laplacian eigenvalue of multiplicity n − 3 von Tian, Fenglei, Wong, Dein, Wang, Sai

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Graphs whose distance matrix has at most three negative eigenvalues von Tian, Fenglei, Wong, Dein

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Relation between the skew-rank of an oriented graph and the rank of its underlying graph von Wong, Dein, Ma, Xiaobin, Tian, Fenglei

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Complex unit gain graphs of rank 2 von Xu, Feng, Zhou, Qi, Wong, Dein, Tian, Fenglei

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Signed graphs with cut points whose positive inertia indexes are two von Wang, Xinlei, Wong, Dein, Tian, Fenglei

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