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WU Bao-feng, YUAN Xi-ying, XIAO En-li. On the Spectral Radii of Trees[J]. Journal of East China Normal University (Natural Sciences), 2004, (3): 22-28.
Citation:
WU Bao-feng, YUAN Xi-ying, XIAO En-li. On the Spectral Radii of Trees[J]. Journal of East China Normal University (Natural Sciences), 2004, (3): 22-28.
WU Bao-feng, YUAN Xi-ying, XIAO En-li. On the Spectral Radii of Trees[J]. Journal of East China Normal University (Natural Sciences), 2004, (3): 22-28.
Citation:
WU Bao-feng, YUAN Xi-ying, XIAO En-li. On the Spectral Radii of Trees[J]. Journal of East China Normal University (Natural Sciences), 2004, (3): 22-28.
We focus on the ordering of trees on n vertices and determine seven trees with small spectral radii. We also consider the following problem: of all trees with maximal degree 3 on n vertices which achieves the minimal and maximal spectral radius when the vertices number of degree 3 is one, two and three, respectively?