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6 results on '"Ye, Luzhen"'

1. Constructing a synthetic pathway for acetyl-coenzyme A from one-carbon through enzyme design

Author

Lu, Xiaoyun, Liu, Yuwan, Yang, Yiqun, Wang, Shanshan, Wang, Qian, Wang, Xiya, Yan, Zhihui, Cheng, Jian, Liu, Cui, Yang, Xue, Luo, Hao, Yang, Sheng, Gou, Junran, Ye, Luzhen, Lu, Lina, Zhang, Zhidan, Guo, Yu, Nie, Yan, Lin, Jianping, Li, Sheng, Tian, Chaoguang, Cai, Tao, Zhuo, Bingzhao, Ma, Hongwu, Wang, Wen, Ma, Yanhe, Liu, Yongjun, Li, Yin, and Jiang, Huifeng

Published
2019
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6. Extremal Wiener and Kirchhoff indices of globular caterpillars.

Author

Ye, Luzhen

Subjects
*CATERPILLARS, *FRANKFURTER sausages, *COMPLETE graphs, *MOLECULAR connectivity index, *INTEGERS, *GEOMETRIC vertices
Abstract

The Wiener and Kirchhoff indices of a graph G are two of the most important topological indices in mathematical chemistry. A graph G is called to be a globular caterpillar if G is obtained from a complete graph Ks with vertex set {v1,v2,..., vs} by attaching ni pendent edges to each vertex vi of Ks for some positive integers s and n1,n2,...,ns, denoted by GCs;ni1s. Let GCs;n be the set of globular caterpillars GCs;ni1s with n vertices (n=s+∑i=1sni). In this article, we characterize the globular caterpillars with the minimal and maximal Wiener and Kirchhoff indices among GCs;n, respectively. [ABSTRACT FROM AUTHOR]

Published
2020
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